sin(270 degrees - theta) = -cos(theta)

3 answers

Prove the following identity:
sin(270 degrees - theta) = -cos(theta)

sin(270 degrees - theta)
= sin(270°)cos(θ) - cos(270°)sin(θ)
=(-1)cos(θ) - (0)sin(θ)
= -cos(θ)

Please post the complete question. It was not clear whether it was an equation to be solved or the proof of an identity required.
*verify that it is an identity
That's what I thought. Thank you for posting a complete question.
Similar Questions
    1. answers icon 2 answers
  1. Multiple ChoiceWhich expression is NOT equivalent to 1? (theta) means 0 with dash in it. A.)sin^2 (theta)+cot^2 (theta) sin^2
    1. answers icon 0 answers
  2. Suppose that \Theta takes values in [0,1] and its PDF is of the formf_{\Theta }(\theta )= a\theta (1-\theta )^2,\ \ \
    1. answers icon 1 answer
    1. answers icon 5 answers
more similar questions