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(square root 2 sin (x))+1+=0 Solve the equation for x. Use n as an integer constant.
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Solve the equation for x. Use n as an integer constant.
can you show me step by step how to do the problem
\[\sqrt{2}\sin x+1=0?\\ \sqrt{2}\sin x=-1\\ \sin x=-\frac{1}{\sqrt2}\] What values of x make this true?
I don't know...:(
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|dw:1360958254274:dw|
I am appreciating you trying to help but I have no idea what that picture is...I thought I was suppose to looking on the unit circle at some point..?
|dw:1360958425020:dw| Pretend that's a circle. The triangles are reference triangles containing the angle x in the equation. The outermost vertex of each triangle lies on the unit circle.
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