a) Solve the following trigonometric equation: A = cosX + AsinX, for some angle X.
b) The imaginary number i is equal to √-1. Use part a) to solve i = cosX + isinX.
You will have used degrees to answer parts a and b. However, the mathematics below requires the use of radians. Convert degrees to radians by multiplying the degree measurement by π/180.
You will now find a value of i^i.
This will require the euler identity e^iX = cosX + isinX, part b) and exponent arithmetic.
c) Evaluate, for one value, i^i.
So I honestly have no idea how to start this off haha. Could someone help out? Obviously you don't need to solve the whole thing - i just need to know how to start it off. Thanks!