![[csc \: x + cot \: x] [1 - cos \: x] \\ \\ = \bigg [\frac{1}{sin \: x} + \frac{cos \: x}{sin \: x} \bigg] [1 - cos \: x] \\ \\ = \bigg [\frac{1 + cos \: x}{sin \: x} \bigg] [1 - cos \: x] \\ \\ = \bigg [\frac{1 - cos ^{2} \: x}{sin \: x} \bigg] \\ \\ = \bigg [\frac{sin ^{2} \: x}{sin \: x} \bigg] \\ \\ \red{ \boxed { \bold{\therefore [csc \: x + cot \: x] [1 - cos \: x] = sin \: x }}}\\](/tpl/images/0544/8746/99976.png)
Write the following as a SINGLE trigonometric ratio:
[csc(x)+cot(x)][1-cos(x)]
Please i...
Mathematics, 12.03.2020 09:56 proxydayz
Write the following as a SINGLE trigonometric ratio:
[csc(x)+cot(x)][1-cos(x)]
Please include steps if possible.
Answers: 2
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