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If y = 2xcos2x – sin2x, find dy/dx when x = π/4

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Mathematics JAMB 2000

If y = 2xcos2x – sin2x, find dy/dx when x = π/4

  • π
  • -π checkmark
  • π/2
  • -π/2

The correct answer is: B

Explanation

y = 2x cos2x - sin2x
dy/dx = 2 cos2x +(-2x. 2sin2x) - 2cos2x
= 2 cos2x - 2x sin2x - cos2x
= -2x 2sin2x
= -4 x (π/4) sin2 x (π/4)
= -(π) x 1 = - π

There is an explanation video available .

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