(Steps Shown) Show detailed steps on these five following problems (i.e., how you got to your answer). sec ^2x cot x- cot x= tan x (1)/(tan θ csc
Question: Show detailed steps on these five following problems (i.e., how you got to your answer).
- \({{\sec }^{2}}x\cot x-\cot x=\tan x\)
- \(\frac{1}{\tan \theta \csc \theta }=\cos \theta \)
- \({{\left( \sin x+\cos x \right)}^{2}}=1+\sin 2x\)
- \(\cos \theta \csc \theta =\cot \theta \)
- \(\frac{1}{\sec x+1}-\frac{1}{\sec x-1}=-2{{\cot }^{2}}x\)
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Deliverable: Word Document 