Target Mathematics
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Course

  • Add Math 0606
  • FPM 4PM1

FPM 4PM1 topics

  • 1. Surds and Logarithmic Functions42
  • 2. The Quadratic Function34
  • 3. Inequalities and Identities14
  • 4. Sketching Polynomials15
  • 5. Sequences and Series31
  • 6. The Binomial Series15
  • 7. Scalar and Vector Quantities22
  • 8. Rectangular Cartesian Coordinates29
  • 9. Differentiation69
  • 10. Integration29
  • 11. Trigonometry67

Study tools

  • FPM 4PM1 overview
Further Pure Mathematics 4PM1 / Differentiation / 1.42

1.42: Past-paper question 3

4PM1/2/November/2024 — Question 3 · 5 marks

·
The curve C\displaystyle CC has equation y=e3x(2x−1)4\displaystyle y = \mathrm{e}^{3x}(2x-1)^4y=e3x(2x−1)4
Using calculus, find the exact value of the gradient of the tangent to C\displaystyle CC when x=1\displaystyle x = 1x=1
(5)
← 1.38: 4PM1/2/June/2024 — Question 81.43: 4PM1/2/November/2024 — Question 5 →
Target Mathematics · Topic questions and official mark schemes