The document discusses the chain rule for calculus. It repeats the phrase "BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE" as a mnemonic for applying the chain rule, which involves taking the derivative of the inside function and bringing down and lowering the power when differentiating composite functions.

1. Calculus Rules

2. Calculus Rules 1. Chain Rule

3. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

4. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

5. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

6. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

7. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

8. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

9. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

10. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

11. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

12. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

13. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

14. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

15. Calculus Rules 1. Chain Rule “ BRING DOWN the POWER, LOWER the POWER, DIFF the INSIDE”

28. Exercise 7E; 1adgj, 2behk, 3bd, 4adgj, 5ad, 6b, 7b, 8b, 10bdg, 11a, 13