Performance Task no. 6 Create your own example of derivative applying the chain rule (make 2 examples) Category Excellent Very Satisfactory Needs Satisfactory Improvement Content- Output has no Output has 1-3 Output has 4-5 Output has Accuracy (20] errors. (20) errors. (17) errors. (14) more than 5 er- rors. (11) Mathematical Complete under- Substantial un- Partial under- Limited under- Content/ standing of the derstanding of standing of the standing of the Reasoning (15) mathematical the mathematic mathematical mathematical concepts is evi- cal concepts is concepts is ap- concepts is ap- dent in the applied. (13) plied. (11) plied. (9) presentation. (15)Learning Task 7: Determine the following functions are continuous, differentia- ble, neither or both at a point. your notebook. Learning Task 6: Match the functions with its derivative. Write your answer in Functions 1, y = 3x2 Derivatives 32 2. f(x) = 25x a. 3. k(x) = -30 b. 2z 4. y=-4x5 + 2 c. 4x3 - 12x 5. 9(x)_16x-2 d. -20x4 6. y = 10(7 -3) e. 2x +7 7. q(x) = x3-6x2 -1 f. 0 8. 1= x+x+4 g. 0 9. q(x) = x(x +2) +5x h. 2x + 1 i, 6x 10. f(2) = (z -1)(z + 1) j. 25