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9709/22

Mathematics 9709/22 — February/March 2020

Cambridge AS Level · Pure Mathematics 2 · worked solutions for every part, with the mark scheme

7
questions
50
marks
75
minutes

Topics Differentiation · Trigonometry · Algebra · Integration · Logarithmic and Exponential Functions · Numerical Solution of Equations

Q14MTrigonometryFree sample

Solve the equation 2sin⁡(θ+30∘)+5cos⁡θ=2sin⁡θ2 \sin(\theta + 30^\circ) + 5 \cos \theta = 2 \sin \theta for 0∘<θ<90∘0^\circ < \theta < 90^\circ.

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6 more questions
  • Q2Algebra6M
  • Q3Integration · Logarithmic and Exponential Functions6M
  • Q4Differentiation6M
  • Q5Algebra · Logarithmic and Exponential Functions9M
  • Q6Differentiation · Numerical Solution of Equations9M
  • Q7Trigonometry · Differentiation · Integration10M
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