- #1
James Brady
- 105
- 4
This problem is:
[itex]\frac{sin(45)cos(\theta) - cos(45)sin(\theta)}{x} = 1 - tan(\theta)[/itex]
I've been trying to find x mostly just by multiplying things by 1-tan(theta), but so far nothing I've tried yields the numerator.
Also, [itex]sin(45)cos(\theta) - cos(45)sin(\theta) = sin(45 - \theta)[/itex], it that helps...
[itex]\frac{sin(45)cos(\theta) - cos(45)sin(\theta)}{x} = 1 - tan(\theta)[/itex]
I've been trying to find x mostly just by multiplying things by 1-tan(theta), but so far nothing I've tried yields the numerator.
Also, [itex]sin(45)cos(\theta) - cos(45)sin(\theta) = sin(45 - \theta)[/itex], it that helps...