Derivatives – Rules (Product, Quotient, Chain) & Standard Functions
Maths · Grade 11 · Week 34 · 25 questions
All 25 questions in this Derivatives – Rules (Product, Quotient, Chain) & Standard Functions quiz
Grade 11 Maths — Derivatives – Rules (Product, Quotient, Chain) & Standard Functions: 25 practice questions with instant scoring and explanations.
- The product rule: d/dx[u·v] equals:
- d/dx[x²·sin x] equals:
- The quotient rule: d/dx[u/v] equals:
- d/dx[x²/(x+1)] equals:
- The chain rule: d/dx[f(g(x))] equals:
- d/dx[(x² + 3x)⁵] equals:
- d/dx[sin(3x)] equals:
- d/dx[e^(2x)] equals:
- d/dx[log(x² + 1)] equals:
- d/dx[√(1 + x²)] equals:
- d/dx[sin²x] equals:
- d/dx[(x+1)³] equals:
- d/dx[x·e^x] equals:
- d/dx[sin x · cos x] equals:
- d/dx[x/(x+1)] equals:
- d/dx[tan(2x)] equals:
- d/dx[(1 + x)^10] equals:
- d/dx[x² sin x] at x = 0 equals:
- The derivative of a product is: d/dx[u·v] = u'v + uv' is the:
- d/dx[e^(-x)] equals:
- d/dx[log|x|] equals:
- d/dx[x·log x] equals:
- d/dx[sin³x] equals:
- d/dx[√(x² + 4x)] equals:
- d/dx[cos(x²)] equals:
Question 1 of 250 correct so far