What I Can Do o To Application (Performance Task) Direction: Give at least 1 (one) example with complete solution of each of the Basic Theorems in Antidifferentiation and an example also of each of the Antiderivatives of Trigonometric Functions. Each of the example is worth 2 points. The maximum possible points earned on this task is 35. Examples should not be copied from this module. A rubric is provided as basis in grading the output. Write your answer in the drawing book that you used during the Third Quarter on Limit Laws. RUBRIC on EXAMPLES OF ANTIDIFFERENTIATION CATEGORY 5 2 Appearance The The project's The project's The project's| Has not of the project project's appearance is appearance is appearance shown appearance quite clean and somewhat is quite poor. any of is clean and with only few poor. Missing Does not the free from unnecessary some of the include the parts as unnecessary marks. required proper required marks. parts. requirements in the in the task task Application Uses Applies some Applies Applies No of completely appropriate steps inappropriate inappropriate | answer appropriate appropriate in solving steps in steps in at all steps in steps in solving solving solving the solving which problem produces wrong answer Correctness The The Copying Has shown No of the answers/ answers/example error. answer but answer answers/ examples has a slight computational incorrect at all examples are correct. mistake. error , Just presented partial answer only Note: Each example presented will credit 2 points even if it's incorrect. Basic Theorems in Antidifferentiation (4 x 2 ) = 8. Antiderivatives of Trigonometric Functions (6 x 2) = 12. Points from the rubric (highest possible is 15). Total possible score is 35