Division Department Your name Course with section. For example, MATH 22-50Z CRN# for course Enter SLO Statement(s)  Academic Year Quarter of Assessment Modality of class Method of Assessment Elaborate on Assessment Method Number of students exceeding expectations Number of students meeting expectations Number of students approaching expectations Number of students who do not meet this/these outcome(s) N/A Not Applicable (withdrew, absent, ...) Reflection Enhancement/Action
PSME CHEM Nayereh Rezaei CHEM 1A 25/26 21578, 21579 Identify and explain trends in the periodic table 2024-25 Fall Face-to-Face Exam – Course Test/Quiz  Given questions on Final exam 10 33 5 8 3 Majority of the students had a pretty good understanding of this SLO We can try to give more practice and have more discussion on the most important topic of SLO  
PSME CHEM Christopher Deming CHEM 1B-25/26 38390/38391 Evaluate the principles of molecular kinetics. 2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  The second exam for this class was entirely on kinetics, so this serves as an optimum look at how well student understand this topic.  Exam included free response questions, calculations, graphing, and matching.  Calculations included rate law, integrated rate laws, relative rate laws, and the method of initial rates. 9 13 8 16 0 Kinetics is tricky because it is a strong blend of calculations and concepts.  It is also the first section that has not been covered in either of the previous chemistry classes (25 or 1A) so it is typically a big stepping off point for students. The biggest deficiency was in the calculations, so emphasizing the different types of rate laws might be the way to improve.
PSME CHEM Christopher Deming CHEM 1B - 25/26 38390/38391 Apply principles of chemical equilibrium to chemical reactions. 2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  I gave 2 different quizzes that focused on equilibrium.  One was a take-home quiz and the other was in class.  The aggregate performance on these two was used for the assessment.  These included ICE tables and Lechateliers principle questions. 17 28 10 2 0 Since I gave a take-home quiz first, the student seemed well prepared for the in-class quiz, with really only 2 students not meeting the expectations. I think no further enhancement is needed since over 90% of the students did well on these assessments
PSME CHEM Nida Khan CHEM F001A.06 32516 A student who successfully masters the material in Chemistry 1A at Foothill College will apply the scientific method in lab experiences to interpret information and draw conclusions.
A student who successfully masters the material in Chemistry 1A at Foothill College will demonstrate the ability to think critically and employ critical thinking skills.
A student who successfully masters the material in Chemistry 1A at Foothill College will be able to read and interpret graphs and data.
A student who successfully masters the material in Chemistry 1A at Foothill College will demonstrate the quantitative skills needed to succeed in General Chemistry. 
2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  The assessment method used to evaluate student learning outcomes (SLOs) was a combination of exams, course tests, and quizzes. These assessments included conceptual questions, problem-solving exercises, data interpretation tasks, and application-based questions to ensure a comprehensive evaluation of students' understanding. The tests measured students’ abilities to apply the scientific method in lab scenarios, analyze and interpret experimental data, think critically, and utilize quantitative reasoning skills relevant to General Chemistry. Students’ responses were reviewed to assess their proficiency in each SLO.
13 9 3 0 5 Assessment results show that 13 students exceeded expectations, demonstrating strong mastery of the course material.
9 students met expectations, indicating sufficient competency in applying key concepts.
3 students are approaching expectations, suggesting a need for targeted reinforcement.
5 students withdrew or were absent, which may reflect external challenges affecting performance.
I provided extensive support to all students throughout the course, including extra materials, review sessions, and individual guidance to help them succeed. The results suggest that most students are successfully mastering the learning outcomes, but there is room for improvement in student retention and in supporting those who are approaching expectations. Moving forward, I will continue to offer additional resources and explore new strategies to further engage and assist students who may need extra support.
PSME CHEM Nida Khan CHEM D010-23 32222 • Develop problem-solving techniques by applying the “Scientific Method” to chemical data.
• Analyze and solve chemical questions utilizing information presented in the periodic table of the elements.
• Evaluate current scientific theories and observations utilizing a scientific mindset and an understanding of matter and the changes it undergoes.
2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  The assessment method used to evaluate student learning outcomes (SLOs) was a combination of exams, course tests, and quizzes. These assessments incorporated conceptual questions, problem-solving exercises, data interpretation tasks, and application-based questions designed to ensure a comprehensive evaluation of students’ understanding. The tests specifically measured students’ ability to develop problem-solving techniques by applying the scientific method to chemical data, analyze and solve chemical questions using information from the periodic table, and evaluate current scientific theories and observations with a scientific mindset. Students’ responses were carefully reviewed to assess their proficiency in these critical areas, ensuring they demonstrated a thorough understanding of matter and the changes it undergoes. 8 5 5 2 1 The assessment results indicate that 8 students exceeded expectations, showcasing a strong mastery of the course material. Additionally, 5 students met expectations, demonstrating a solid understanding and competency in applying key concepts. However, 5 students were approaching expectations, highlighting a need for targeted reinforcement to strengthen their grasp of the material. Meanwhile, 2 students did not meet expectations, suggesting areas for improvement in comprehension and application. Lastly, 1 student withdrew or was absent, possibly due to external challenges impacting their performance.







I provided extensive support to all students throughout the course, including extra materials, review sessions, and individual guidance to help them succeed. The results suggest that most students are successfully mastering the learning outcomes, but there is room for improvement in supporting those who are approaching expectations or who didn't meet expectations. Moving forward, I will continue to offer additional resources and explore new strategies to further engage and assist students who may need extra support.
PSME CHEM Nida Khan CHEM D010-24 37725 • Develop problem-solving techniques by applying the “Scientific Method” to chemical data.
• Analyze and solve chemical questions utilizing information presented in the periodic table of the elements.
• Evaluate current scientific theories and observations utilizing a scientific mindset and an understanding of matter and the changes it undergoes.
2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  The assessment method used to evaluate student learning outcomes (SLOs) was a combination of exams, course tests, and quizzes. These assessments incorporated conceptual questions, problem-solving exercises, data interpretation tasks, and application-based questions designed to ensure a comprehensive evaluation of students’ understanding. The tests specifically measured students’ ability to develop problem-solving techniques by applying the scientific method to chemical data, analyze and solve chemical questions using information from the periodic table, and evaluate current scientific theories and observations with a scientific mindset. Students’ responses were carefully reviewed to assess their proficiency in these critical areas, ensuring they demonstrated a thorough understanding of matter and the changes it undergoes.

5 5 5 0 4 The assessment results indicate that 5 students exceeded expectations, demonstrating a strong mastery of the course material. Additionally, 5 students met expectations, showing  understanding and competency in applying key concepts. However, 5 students were approaching expectations, suggesting a need for targeted reinforcement to strengthen their grasp of the material. Notably, no students fell below expectations, indicating overall proficiency in the subject. Lastly, 4 students were absent, which may reflect external challenges affecting their performance.







I provided extensive support to all students throughout the course, including extra materials, review sessions, and individual guidance to help them succeed. The results suggest that most students are successfully mastering the learning outcomes, but there is room for improvement in supporting those who are approaching expectations. Additionally, the number of absentees highlights the need to address potential challenges that may be preventing some students from fully engaging with the course. Moving forward, I will continue to offer additional resources and explore new strategies to further engage and assist students who may need extra support.
PSME CHEM Gorkem Ermut CHEM 30A-27Y 27100 Solve stoichiometric problems by applying appropriate molar relationships 2024-25 Fall Hybrid (some Face-to-Face) Exam - Standardized  Students were given multiple-choice exams, and calculations must be provided for full credit on each question. 15 10 2 2 1 It was a successful quarter with very motivated students.  I gave five quizzes this quarter and plan to remove one, as I had difficulty fitting the last one into the schedule and class time.
PSME CHEM Xiao Wang Chem 25 - 62 37912 Assess the fundamental concepts of modern atomic and molecular theory 2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  8 fill in blank questions with 26 blanks in the lab final to test the electron configurations, subatomic particles, and isotopes.  13 7 2 2 2 High % of students met or exceeded the evaluated learning outcome. Students benefitted from the combination of classroom and hands-on in lab.  Also, students benefitted from the online homework system. We do problem solving activity (a quiz with discussions) for each class. Also, I opened a discussion forum (a graded discussion forum) in Canvas for each exam, so students can help each other by asking and answering questions.  Continue improving teaching and learning process by encouraging struggling students to visit my office hours or get help from tutoring center. 
PSME CHEM Xiao Wang Chem 25 - 61 23020 Assess the fundamental concepts of modern atomic and molecular theory 2024-2025 Fall Face-to-Face Exam – Course Test/Quiz  8 fill in blank questions with 26 blanks in the lab final to test the electron configurations, subatomic particles, and isotopes.  12 6 1 3 1 78 % of students met or exceeded the evaluated learning outcome. Students benefitted from the combination of classroom and hands-on in lab.  Also, students benefitted from the online homework system. Our lab materials for this topic is very good.  Continue improving teaching and learning process by encouraging struggling students to visit my office hours or get help from tutoring center. 
PSME CHEM MARTINOVIC, VALERIJA CHEM 1A 65/66 - F24 21580, 21581 • Identify and explain trends in the periodic table. 2024-25 Fall Face-to-Face Exam – Course Test/Quiz  Exam question:
Re-order each list in the table below, if necessary, so that the atoms or ions are listed in order of decreasing size.
a) I-, Xe, I
b) Be+, Be, Li
c) Rb, Na, Cs

30 9 5 0 17 Before the exam, a lecture on the topic was given in class, homework was assigned, and students had an opportunity to practice the concept of periodic trends in atomic size. Although most students understood the concept, the outcome could be increased by giving students more opportunities to practice.
PSME CHEM Christopher Deming CHEM 1B - 25/26 38390/38391 Apply the second and third laws of thermodynamics to chemical reactions. 2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  On the final exam, there was a 5 part question on thermodynamics and the 2nd/3rd laws.  This included entropy (3rd law) and spontaneity (2nd law) calculations and a conceptual question on the direction of energy transfer. 19 20 11 3 0 This questions served as a good measure since it asked about many different facets of the topic.  I gave a practice exam with similar questions, so students seemed to have a good idea of how to solve these problems. A very small number of students seemed lost with this problem, but perhaps getting more practice earlier would help.
PSME ENGR Saied Rafati ENGR-10 00691 Analyze and present data in solving engineering problems.
What is the value of current in bulb with resistance of 240 ohm, when is connected to 120V Battery.
2023-2024 Fall Face-to-Face Exam – Course Test/Quiz  This is one the final exam questions where students needed to solve the problem using ohms law equation. 31   1 3 1 Overall, the students have good understanding of the ohms law. I have focused more on the ohm’s law application and demonstrated ohms law using hand on simulator for their understanding. The students who consistently do their homework, participated in class discussion, and attended class also consistently do well on their class assessments. Therefore, my focus will be on encouraging students to participate more.
PSME ENGR Saied Rafati ENGR 37 28379 Analyze the electrical behavior of DC and AC circuits including first and second order circuits using various circuit analysis techniques by calculating volts, ohms and amps.
Determine the Ix in circuit below= Let is(t)=5cos(200t+60). unit is Amp. Notice capitol I refers to phasor format.
2023-2024 Fall Face-to-Face Exam – Course Test/Quiz  This is one of the final questions where students need to solve the problem using AC phasor equations and following rubric.
7 5 4 4 0 Overall, the students have good understanding of AC analysis. Going forward, I focus on the more applications and doing more practices.
The students who consistently do their homework, participated in class discussion, and attended class also consistently do well on their class assessments. Therefore, my focus will be on encouraging students to participate more.
PSME ENGR Saied Rafati ENGR 37 48851 Analyze the electrical behavior of DC and AC circuits including first and second order circuits using various circuit analysis techniques by calculating volts, ohms and amps.
 
Determine the Ix in circuit below= Let is(t)=5cos(200t+60). unit is Amp. Notice capital I refers to phasor format. 
2024-2025 Spring Face-to-Face Exam – Course Test/Quiz  This is one of the final questions where students need to solve the problem using AC phasor equations and following rubric.  22 5 4 3 1 Overall, the students have a good understanding of the Ohms law. I have focused more on the ohm’s law application and demonstrated ohms law using hand on simulator for their understanding.
 
The students who consistently did their homework, participated in class discussion, and attended class also consistently did well on their class assessments. Therefore, my focus will be on encouraging students to participate more.
 
PSME ENGR Saied Rafati ENGR 10 00630 Analyze and present data in solving engineering problems.
What is the value of current in bulb with resistance of 240 ohm, when is connected to 120V Battery. 
2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  This is one the final exam questions where students needed to solve the problem using ohms law equation.  34     1 1 Overall, the students have a good understanding of the Ohms law. I have focused more on the ohm’s law application and demonstrated ohms law using hand on simulator for their understanding.  The students who consistently did their homework, participated in class discussion, and attended class also consistently did well on their class assessments. Therefore, my focus will be on encouraging students to participate more. 
PSME ENGR Saied Rafati ENGR 10 47402 Analyze and present data in solving engineering problems.
 
What is the value of current in bulb with resistance of 240 ohm, when it is connected to 120V Battery. 
2024-2025 Spring Face-to-Face Exam – Course Test/Quiz  This is one the final exam questions where students needed to solve the problem using ohms law equation.  28 2   3   Overall, the students have a good understanding of the Ohms law. I have focused more on the ohm’s law application and demonstrated ohms law using hand on simulator for their understanding.  The students who consistently did their homework, participated in class discussion, and attended class also consistently did well on their class assessments. Therefore, my focus will be on encouraging students to participate more. 
PSME ENGR Saied Rafati ENGR 37 48851 Analyze the electrical behavior of DC and AC circuits including first and second order circuits using various circuit analysis techniques by calculating volts, ohms and amps.
 
Determine the Ix in circuit below= Let is(t)=5cos(200t+60). unit is Amp. Notice capital I refers to phasor format. 
2024-2025 Spring Face-to-Face Exam – Course Test/Quiz  This is one of the final questions where students need to solve the problem using AC phasor equations and following rubric. 22 5 4 3 1 Overall, the students have a good understanding of AC analysis. Going forward, I will focus on more applications and doing more practice.  The students who consistently did their homework, participated in class discussion, and attended class also consistently did well on their class assessments. Therefore, my focus will be on encouraging students to participate more. 
PSME ENGR Saied Rafati ENGR 37 37516Analyze the electrical behavior of DC and AC circuits including first and second order circuits using various circuit analysis techniques by calculating volts, ohms and amps. Analyze the electrical behavior of DC and AC circuits including first and second order circuits using various circuit analysis techniques by calculating volts, ohms and amps.
 
Determine the Ix in circuit below= Let is(t)=5cos(200t+60). unit is Amp. Notice capital I refers to phasor format. 
2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  This is one of the final questions where students need to solve the problem using AC phasor equations and following rubric.
 
8 13   4   Overall, the students have a good understanding of the Ohms law. I have focused more on the ohm’s law application and demonstrated ohms law using hand on simulator for their understanding.  The students who consistently did their homework, participated in class discussion, and attended class also consistently did well on their class assessments. Therefore, my focus will be on encouraging students to participate more.
PSME MATH Amanda Lien MATH 10-56Z 42724 • Organize, analyze, and utilize appropriate methods to draw conclusions based on sample data by constructing and/or evaluating tables, graphs, and numerical measures of characteristics of data.

• Identify, evaluate, interpret and describe data distributions through the study of sampling distributions and probability theory.

• Collect data, interpret, compose and evaluate conjectures, and communicate the results of random data using statistical analyses such as interval and point estimates, hypothesis tests, and regression analysis.
2024-2025 Spring Online - Asynchronous Exam – Course Test/Quiz  SLO determined by 25-question exam that includes questions with various scenarios. Students are asked to use the scenarios to determine the variable, identify the variable, determine the distribution, evaluate the data, organize data into visual representation (using appropriate graph depending on type of variable), create confidence intervals, conduct hypothesis testing based on a given claim, evaluate results from hypothesis testing, and draw conclusions from the results. Students earning at least 90% (45 points out of 50) on this exam were considered exceeding expectations. Students earning between 80% and 90% were considered meeting expectations. Students earning between 75% and 80% were considered to be approaching expectations. Students earning less than 75% were considered to be unsuccessful in meeting the outcomes. 28 5 4 3 0 This quarter I tried to adjust my questions and scenarios even more in the exam to try to discourage the use of AI in getting answers. I'm not sure that I was successful, but noticed that there were less perfect scores than last quarter (though more students earned A's). I had a chance to chat with my colleague, Vinh, about this concern during one of our department meetings and it seems that this is a common issue across all online courses. I definitely would like for our department to require in-person exams (at least for the final) for all online courses, but we learned that this may not be equitable. There's still work for me to do to find other methods of assessment that doesn't allow students to use AI to get answers. We will need to encourage in-person exams for online classes. 
PSME MATH Roderic Taylor Math 1D-21 38470 Use double, triple and line integrals in applications, including Green's Theorem, Stokes' Theorem and Divergence Theorem. 2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  Evaluated multiple questions on exam related to the course objective. 7 9 10 6 5 The subjects relevant to this objective were squeezed together at the end of the course. Try to plan out the course to have more time for the subjects relevant to this objective.
PSME MATH Neelam Shukla Math 10-52Z 28399 1. Organize, analyze, and utilize appropriate methods to draw conclusions based on sample data by constructing and/or evaluating tables, graphs, and numerical measures of characteristics of data.
2. Identify, evaluate, interpret and describe data distributions through the study of sampling distributions and probability theory.
3. Collect data, interpret, compose and evaluate conjectures, and communicate the results of random data using statistical analyses such as interval and point estimates, hypothesis tests, and regression analysis.
2024-25 Fall Online - Asynchronous Exam – Course Test/Quiz  Quizzes and exams (timed) were given on Canvas as well WebAssign, and students were asked to upload all the detailed work done to get the final answer. Collaborated work was assigned in the groups. My expectation was students score equal to/more than 80%. 29 2 2 0 4 87% of the students were exceeding expectations. 6% of the students were meeting expectations. 6% of the students were approaching expectations. 10% did not participate/absent.  Students were encouraged to participate in the discussions regularly. They were assigned group lab work. Students learned progressively with student-student and student-instructor interactions. They uploaded complete work done for quizzes and exams and they were provided detailed and timely feedback for each submission. Students were provided help during office hours. It helped them to learn the subject and improved their rate of success.
PSME MATH Roderic Taylor Math 2A-27 48876 Classify, solve and analyze differential equation problems by applying appropriate techniques and theory.  2024-2025 Spring Face-to-Face Exam – Course Test/Quiz  Evaluated based on answers to exam questions. 16 17 3 4 2 Students were largely successful at applying techniques of solutions. Put more emphasis on applications.
PSME MATH Yogeswari Jyothsna Viswanadha Math 1B 19Z 27499 Apply the definite integral in solving problems in analytical geometry and the sciences. 2024-25 Fall Online with at least some synchronous hours Exam – Course Test/Quiz  The height of a parabolic arch above the ground is given by the function y=4−x^2 where xis the horizontal distance from the center of the arch, and the arch spans from x=−2 to x=2 meters.
Question: What is the average height of the arch above the ground over the interval −2≤x≤2?
18 7 5 6 4 Approximately 69% of the students met or exceeded expectations on Student Learning Outcome. Of these, 72% of students successfully applied the definite integral to solve the average height problem and demonstrated a strong understanding of how to evaluate integrals in the context of analytical geometry.
About 16% of the students had difficulty identifying the correct mathematical model for the situation, translating the word problem into an integral, and interpreting the results in context.Common issues included confusion with the limits of integration, difficulty with handling the geometry of the problem, and misunderstanding the concept of finding the average value of a function over an interval.
Provide more focused instruction on the concept of limits of integration, especially when dealing with physical problems that require interpretation of the domain. Emphasize how the limits relate to the physical scenario and reinforce this with a variety of examples.
Integrate more geometry-focused examples in the curriculum to improve students' spatial reasoning and understanding of shapes like curves, areas, and averages in real-world contexts.
PSME MATH Howard Rudolf Math 32-46Z 38539  Formulate, construct, and evaluate trigonometric models to analyze periodic phenomena, identities, and geometric applications.
2024-2025 Winter Online with at least some synchronous hours Exam – Course Test/Quiz  I chose a question from the final exam directly related to the SLO and tallied how many students got the answered correctly and how manhy students answered incorrectly. 0 49 0 2 2 Since most of the students (49/51) answered the question correctly, I. would state that I successfully met the objective. None.
PSME MATH Linlin Zhang MATH 10-21 38492 • Organize, analyze, and utilize appropriate methods to draw conclusions based on sample data by constructing and/or evaluating tables, graphs, and
numerical measures of characteristics of data.
• Identify, evaluate, interpret and describe data distributions through the study of sampling distributions and probability theory.
• Collect data, interpret, compose and evaluate conjectures, and communicate the results of random data using statistical analyses such as interval and
point estimates, hypothesis tests, and regression analysis.
2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  There were 7 quizzes, two projects, two midterms and one final exam. Other than projects,  the other assessments were timed and done during class. Some quizzes were done in groups of 4 or fewer students while most assessments were done individually. 26 8 3 4 2 Students can do calculations when finding descriptive statistics and perform inferential testings. Some still have difficult time when interpreting the result for inferential statistics. Next time, we need to leave more time to work on the last few chapter and do one more project so students have more practice with sample testing.
PSME MATH Linlin Zhang MATH 1B - 25 38451 • Analyze the definite integral from a graphical, numerical, analytical, and verbal approach, using correct notation and mathematical precision.
• Formulate and use the Fundamental Theorem of Calculus.
• Apply the definite integral in solving problems in analytical geometry and the sciences.
2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  We had 7 quizzes, two midterms and one final exam. All assessments were timed and done during class time. Some quizzes were done in groups of 3 or fewer students while most assessments were done individually. 35 5 1 2 1 Students can perform different integration problems by applying appropriate techniques.  Application problems like volumes and physics problems are more challenging for them. Next time if possible, we should give students more chance to solve application problems during class time so I can given them more timely feedback.
PSME MATH Roderic Taylor Math 1D-21 38470 Apply analytic, graphical and numerical methods to study multivariable and vector-valued functions and their derivatives, using correct notation and mathematical precision. 2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  Based on test question relevant to the course objective. 29 0 3 0 5 The question chosen to evaluate this may have been too basic. Need to contemplate how to evaluate such a broad learning objective.
PSME MATH Sithparran Vanniasegaram MATH 10-33 27535 Collect data, interpret, compose and defend conjectures, and communicate the results of random
data using statistical analyses such as interval and point estimates, hypothesis tests, and regression
analysis.
2024-25 Fall Face-to-Face Exam – Course Test/Quiz  I asked a hypothesis test on the final exam. 18 3 2 2 0 Some students did not calculate the p-value correctly. More problems where students calculate the p-value will be given.
PSME MATH Gregory Stachnick Math 10-MP2 39141 • Organize, analyze, and utilize appropriate methods to draw conclusions based on sample data by constructing and/or evaluating tables, graphs, and numerical measures of characteristics of data.
• Identify, evaluate, interpret and describe data distributions through the study of sampling distributions and probability theory.
• Collect data, interpret, compose and evaluate conjectures, and communicate the results of random data using statistical analyses such as interval and point estimates, hypothesis tests, and regression analysis.
2024-2025 Winter Face-to-Face Laboratory Project Conduct a lab experiment to validate the Law of Large Numbers
1. Student teams learn how to use simulation to generate sample data representing 100 rolls of a pair of dice and calculate the sums.
2. Calculate the frequency and relative frequency distributions of the sums, record them in tables and create histograms.
3. Calculate the theoretical frequencies and relative frequencies for the sums based on a sample space and probability rules.  Create tables and histograms.
4. Collect the simulation data from all the teams, calculate the frequency and relative frequency distributions for this much larger set of whole class sample data.  Create the same types of tables and histograms.
5. Compare the three sets of results, sample size 100, whole class sample, and theoretical results.
6. Identify characteristic of the shapes of the histograms.
7. Was the Law of Large Numbers supported by your results?
3 17 8 7 1 Most of the students were unfamiliar with using any kind of spreadsheet.  They were also unfamiliar with the concept of a simulation and the notion of creating a simulation of the real-world activity of tossing a pair of dice and automatically calculating the sums using random number generators and formulas in Google Sheets.  Students were impressed with the ease of creating the various kinds of charts in Google Sheets once your data sets are constructed. It would be better for my class tutor and I to spend more hands-on one-on-one time directly with the students on spreadsheet basics.  The examples I provided were not sufficiently stand alone to allow the class to create their own simulations and charts.  I wanted the students to enter their individual simulation results into a whole class shared spreadsheet, to create a joint larger data set to be used for possible validation of the Law of Large Numbers.  I also had trouble getting the students to get their results entered by the deadline.  Perhaps some kind of reward or penalty would help.
PSME MATH Vinh Thanh Nguyen MATH 1A-17 38432 Analyze and synthesize the concepts of limits, continuity, and differentiation from a graphical, numerical, analytical and verbal approach, using correct notation and mathematical precision.
Evaluate the behavior of graphs in the context of limits, continuity and differentiability.
Recognize, diagnose, and decide on the appropriate method for solving applied real world problems in optimization, related rates and numerical approximation.
2024-2025 Winter Face-to-Face Exam - Standardized  I use formative assessment which is ongoing assessment conducted during the learning process to provide feedback for improvement. This is also the traditional assessment which is pen and paper tests, written exams, and final exams. 23 4 4 3 6 Many students performed well on questions that required recall and basic comprehension, indicating that they have successfully learned fundamental concepts. However, some students struggled with challenge questions. It suggests for more practice with critical analysis. I should spend more time to do more practice problems in class or during office hour.
PSME MATH Usha Ganeshalingam Math 1a-11 27474 Analyze and synthesize the concepts of limits, continuity, and differentiation from a graphical,
numerical, analytical and verbal approach, using correct notation and mathematical precision.
2024-25 Winter Face-to-Face Exam – Course Test/Quiz  I used 1 questions on the final to assess this SLO. 10 4 2 6   Students had the most difficulty with using the correct notation and writing out the steps of a problem logically (ie forgetting to write lim when finding a limit or derivative using definitions)  I will model and emphasize the importance of using correct notation. 
PSME MATH Teck Ky MATH10-41 27539 Organize, analyze, and utilize appropriate methods to draw conclusions based on sample data by constructing and/or evaluating tables, graphs, and numerical measures of characteristics of data.

Identify, evaluate, interpret, and describe data distributions through the study of sampling distributions and probability theory.

Collect data, interpret, compose and evaluate conjectures, and communicate the results of random data using statistical analyses such as interval and point estimates, hypothesis tests, and regression analysis.
2023-2024 Fall Face-to-Face Exam – Course Test/Quiz  The assessment tool was based on the final examination.
20 14 0 0 1 35/36 students were able to effectively communicate their understanding of those three SLOs through their exams. I will continue to use homework from the textbook and class participation to connect to those three SLOs.
PSME MATH Roderic Taylor Math 2A-27 48876 Construct and evaluate differential equation models to solve application problems. 2024-2025 Spring Face-to-Face Exam – Course Test/Quiz  Evaluation based on answers to question on final. 21 4 8 6 3 Applications to electronic circuits were difficult to follow. I should stress applications to springs next time.
PSME MATH Vinh Thanh Nguyen Math 1D-46 38474 Apply analytic, graphical and numerical methods to study multivariable and vector-valued functions and their derivatives, using correct notation and mathematical precision.
Use double, triple and line integrals in applications, including Green's Theorem, Stokes' Theorem and Divergence Theorem.
Synthesize the key concepts of differential, integral and multivariate calculus.
2024-2025 Winter Face-to-Face Exam - Standardized  I sued traditional assessment which is pen and paper quizzes, tests, written exams, and final exam. 21 6 5   6 Many students performed well on my midterms. Some students are struggled to do the problem-solving questions. I should do more practice problems focused on complex problem-solving. 
PSME MATH Vinh Thanh Nguyen Math 32 MP2 39220 Formulate, construct, and evaluate trigonometric models to analyze periodic phenomena, identities, and geometric applications. 2024-2025 Winter Face-to-Face Exam - Standardized  There are couples assessment methods that I used for this MPS class:
1. Formative Assessment: I created quizzes, class discussions, and homework reviews for students.
2.Summative Assessment: I created tests, and final exam by using traditional assessment- pen and paper tests, written exams, and final exam.
6 5 9   3 3 A+ students did perfectly on final exam. Other students performed well on questions that required basic comprehension. Some students were struggled with problem-solving problems. I should do more additional practice sessions focused on complex problem-solving. 
PSME MATH Sithparran Vanniasegaram Math 1B-17 27498 Apply the definite integral in solving problems in analytical geometry and the sciences. 2024-25 Fall Face-to-Face Exam – Course Test/Quiz  I used an arc length problem for this problem. 22 3 3 0 0 While almost all students set up the integral correctly, some students were unable to recognize that the substitution method was needed to evaluate the integral.  I plan on giving more problems where students are asked to identify the appropriate integration technique.
PSME MATH Vinh Thanh Nguyen Math 1D-28 38472 Apply analytic, graphical and numerical methods to study multivariable and vector-valued functions and their derivatives, using correct notation and mathematical precision.
Use double, triple and line integrals in applications, including Green's Theorem, Stokes' Theorem and Divergence Theorem.
Synthesize the key concepts of differential, integral and multivariate calculus.
2024-2025 Winter Face-to-Face Exam - Standardized  I use traditional assessment which is pen and paper
 quizzes, tests and written exams and final exam.
13 8 5 4 3 Many students performed well on quizzes and tests. Problem-solving questions were well-handled by students who actively engaged in class. Some students struggled with critical thinking questions.  I need to do more practice problems with students as well as more specific steps by steps instruction.
PSME MATH Roderic Taylor Math 1D-21 38470 Synthesize the key concepts of differential, integral and multivariate calculus. 2024-2025 Winter Face-to-Face Exam – Course Test/Quiz  Evaluate questions on exam relevant to this objective. 16 7 5 4 5 It seemed to me every question on the final was relevant to this course objective. I need to discuss this objective with other instructors who have taught this class to see how they interpret it.
PSME MATH Sundararajan Arabhi Math 31- Q31-W25 38531 and 38532 Investigate, evaluate, and differentiate between algebraic and transcendental functions in their graphic, formulaic, and tabular representations.
Synthesize, model, and communicate real-life applications and phenomena using algebraic and transcendental functions.
2024-2025 Winter Hybrid (some Face-to-Face) Exam – Course Test/Quiz  - Tests,weekly Quizzes
- Group assessments to review for exams
- HWs on each section
- Extra credit opportunity for each section extra practice
4 8 6 10 6 A lot of students this quarter were not equipped with beginning and intermediate algebra concepts. As a coReq class, i was able to bring some students, who needed help with advanced algebra, up to par but other students who were weak in basic algebra struggled through out the course. I did tutorials in every class since this was a CoReq and that helped a lot of students a lot. They listened to lecture and did problems in groups. Then they went home and did their HW on the same topic. If they wanted more practice, they could also do an extra credit practice set on My Open Math.
PSME MATH Amanda Lien MATH 10-59Z 38501 • Organize, analyze, and utilize appropriate methods to draw conclusions based on sample data by constructing and/or evaluating tables, graphs, and numerical measures of characteristics of data.

• Identify, evaluate, interpret and describe data distributions through the study of sampling distributions and probability theory.

• Collect data, interpret, compose and evaluate conjectures, and communicate the results of random data using statistical analyses such as interval and point estimates, hypothesis tests, and regression analysis.
2024-2025 Winter Online - Asynchronous Exam – Course Test/Quiz  SLO determined by 25-question exam that includes questions with various scenarios. Students are asked to use the scenarios to determine the variable, identify the variable, determine the distribution, evaluate the data, organize data into visual representation (using appropriate graph depending on type of variable), create confidence intervals, conduct hypothesis testing based on a given claim, evaluate results from hypothesis testing, and draw conclusions from the results. Students earning at least 90% (45 points out of 50) on this exam were considered exceeding expectations. Students earning between 80% and 90% were considered meeting expectations. Students earning between 75% and 80% were considered to be approaching expectations. Students earning less than 75% were considered to be unsuccessful in meeting the outcomes. 16 15 6 6 0 I'm definitely noticing an increase in the number of students who are earning A's in the online course. I have been writing completely new questions with my own scenarios that I've made up so that none of the questions could be found online, but with a quick trial, I can see that AI was able to successfully answer my questions. For future quarters, I would like to require in-person exams for my online courses. I think that this may help with the possible usage of AI during the exam.