Difference between revisions of "User:An51277@pausd.us/Example SBG Rubric for Analysis H"
(Example SBG rubric) |
m (An51277@pausd.us moved page User:An51277@pausd.us/Analysis H SBG Rubric, Theoretical to User:An51277@pausd.us/Example SBG Rubric for Analysis H: Demonstrate an example SBG rubric to show how the system works) |
Latest revision as of 01:29, 13 December 2024
Analysis H Rubric
Mathematical Problem-Solving | |||
Standard: I can solve non-routine math problems accurately using an organized, logical process. | |||
Exceeding | Meeting | Approaching | Developing |
I can solve highly complex math problems accurately, without careless errors, using an especially creative, highly logical process that is well-suited to the problem. | I can solve non-routine math problems accurately using an organized, logical process. | I can solve familiar math problems using a somewhat organized process. | I can attempt to solve familiar math problems. |
Criteria
|
Mathematical Argumentation and Proof | |||
Standard: I can rigorously prove theorems and make logically sound mathematical arguments. | |||
Exceeding | Meeting | Approaching | Developing |
I can prove highly complex theorems using a highly organized and well-suited set of steps that is thoroughly justified. I can make mathematical arguments in novel theoretical and real-world contexts using complex mathematical reasoning. | I can prove theorems using a clear logical sequence of steps that is properly justified. I can make mathematical arguments both in theoretical and real-world contexts using sound mathematical reasoning. | I can justify mathematical theorems through informal reasoning. I can make mathematical arguments in familiar theoretical and real-world contexts. | I can attempt to justify mathematical theorems through informal reasoning. I can attempt to make mathematical arguments in familiar theoretical and real-world contexts. |
Criteria
|
Feedback |
Conceptual Understanding | |||
Standard: I can clearly and accurately explain mathematical concepts in theoretical and real-world contexts. | |||
Exceeding | Meeting | Approaching | Developing |
I can deeply, thoroughly, and accurately explain mathematical concepts and their application to a highly complex or novel theoretical or real-world context. | I can clearly and accurately explain mathematical concepts and their application to a non-routine theoretical or real-world context. | I can explain mathematical concepts and their application to a familiar mathematical context. | I can identify a math concept relevant to a familiar mathematical context. |
Criteria
|
Feedback |
A: A student is showing or exceeding in all 3 standards.
B: A student is showing or exceeding in a majority of standards, and is approaching in 1 standard.
C: A student is approaching in a majority of standards, and is developing in no standards.
D: A student is developing in 1 standard.
NM: A student is developing in 2 or more standards.
The grade will be determined using the mode in each category. Recency will not be factored into account due to the highly-varying nature of Analysis H’s content.
Quizzes, unit-tests, midterms, projects, and the final exam will all be used as assessments to determine the final grade. Homework will be factored into the grade if the grade is ambiguous from assessment data alone, and completing all homework assignments and self-correcting them will be a requirement to revise a test. A short formative assessment will be given weekly to help students track their progress with learning mathematical concepts, but these assessments will not go in the gradebook.
Process for retaking a test:
- Complete and correct all homework assignments leading up to the test.
- Correct all missed test questions and solve the problems with the correct solutions.
- Retake a portion of the test in question.
Retakes will only be open for the midterms and unit tests to limit the volume of retakes so that the teacher does not suffer. The grade on the retake will replace the grade on the original test, including if the grade is lower. A test can only be retaken once. Retakes will not be open for the final due to the need to submit final scores on time.
Projects cannot be revised; students, however, will have the opportunity to do at least one formative check-in for the project before turning it in. Late projects will not be accepted after 1 week after the deadline.
The Analysis H final, unlike previous years, will be a test consisting of both FRQs and MCQs in the style of the midterms. Students are encouraged to study well ahead of time.