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Question
\frac{250}{\tan\left(60gre\times es\right)}
Simplify the expression
250\cot\left(60e^{2}grs\right)
Evaluate
\frac{250}{\tan\left(60gre\times es\right)}
Multiply
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Multiply the terms
60gre\times es
Multiply the terms
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Evaluate
e\times e
Multiply the terms with the same base by adding their exponents
e^{1+1}
Add the numbers
e^{2}
60gre^{2}s
Multiply the numbers
60e^{2}grs
\frac{250}{\tan\left(60e^{2}grs\right)}
Rewrite the expression
250\tan^{-1}\left(60e^{2}grs\right)
Calculate
More Steps
Evaluate
\tan^{-1}\left(60e^{2}grs\right)
Transform the expression
\left(\frac{\sin\left(60e^{2}grs\right)}{\cos\left(60e^{2}grs\right)}\right)^{-1}
Simplify
\frac{\cos\left(60e^{2}grs\right)}{\sin\left(60e^{2}grs\right)}
250\times \frac{\cos\left(60e^{2}grs\right)}{\sin\left(60e^{2}grs\right)}
Calculate
\frac{250\cos\left(60e^{2}grs\right)}{\sin\left(60e^{2}grs\right)}
Rewrite the expression
250\sin^{-1}\left(60e^{2}grs\right)\cos\left(60e^{2}grs\right)
Solution
250\cot\left(60e^{2}grs\right)
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