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Use the power rule on the right hand side of the equation to reduce the expression into simpler termsRemoves logs (several methods, I would personally halve and then cancel)Factorise to give x=a(4a2<...
x = 150.This question requires that the student uses the symmetry of the sine graph. If we draw y = sin(30) on top of y = sin(x), it is clear that a possible value of x is 150.A harder question coul...
As we are told it is a right angled triangle we known that we can use Pythagoras's formula of c2 = a2+b2 given that we have been given lengths of 3 and 4 we simply substit...
use trigonometric identities i.e. Cos(2x) = Cos2(x) - Sin2(x) (a) Cos2(x) + Sin2(x) = 1 (b)Therefore: Cos2(x) = 1 - Sin2Answered by Oscar L. • Maths tutor3207 Views
The formulae for the sum the sine and cosine of two angles are: 2(cos x°cos 50°- sin x°sin 50°)= sin x°cos 40°+cos x°sin 40°cos 50°= sin 40°sin 50° = cos 40° Therefore, 2 cos x°sin 40°- 2 sin x°cos 40° = ...
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