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Question tests students knowledge of trigonometric identities and reverse chain rule integration.

Answered by Samuel G. • Maths tutor

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The curve C has an equation y = sin(2x)cos(x)^2. Find dy/dx. Find normal to curve at x = pi/3 rad, giving answer in exact form.

If z1 = 3+2i, z2= 4-i, z3=1+i, find and simplify the following: a) z1 + z2, b) z2 x z3, c)z2* (complex conugate of z2), d) z2/z3.

Solve x^2 > |5x - 6|

differentiate y=(5x-2)^5

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