4037/22

Additional Mathematics 4037/22May/June 2020

Cambridge O-Level · Calculator · worked solutions for every part, with the mark scheme

11
questions
80
marks
120
minutes

Topics Calculus · [Legacy] Indices and surds · Simultaneous equations · Straight-line graphs · Trigonometry · Logarithmic and exponential functions · +5 more

Q14MCalculusFree sample

Variables xx and yy are such that y=sinx+exy = \sin x + \mathrm{e}^{-x}. Use differentiation to find the approximate change in yy as xx increases from π4\frac{\pi}{4} to π4+h\frac{\pi}{4} + h, where hh is small.

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10 more questions
  • Q2[Legacy] Indices and surds5M
  • Q3Quadratic functions · Simultaneous equations6M
  • Q4Factors of polynomials5M
  • Q5Coordinate geometry of the circle · Straight-line graphs · Simultaneous equations8M
  • Q6Calculus · Trigonometry · Straight-line graphs7M
  • Q7Calculus · Logarithmic and exponential functions9M
  • Q8Trigonometry9M
  • Q9[Legacy] Indices and surds · Logarithmic and exponential functions8M
  • Q10Series11M
  • Q11Circular measure8M
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