Answer on Question #52188– Math – Algebra
Question
If y=arccosxy = \arccos xy=arccosx, then xxx is
Solution
By properties of the inverse of cosine function, if y=arccosxy = \arccos xy=arccosx then 0≤y≤π0 \leq y \leq \pi0≤y≤π, −1≤x≤1-1 \leq x \leq 1−1≤x≤1.
Arccosine is the inverse of cosine. It means the following:
If y=arccosxy = \arccos xy=arccosx, then x=cosyx = \cos yx=cosy.
**Answer**: x=cosyx = \cos yx=cosy.
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