Math, asked by jahnavi7978, 3 months ago

 \huge {\tt{Question}}
If the value of  \sf{tan~\alpha={\dfrac{5}{2}}} , find the value of cot θ if  \sf{\alpha+ \theta = 90°} .

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Answered by Anonymous
8

 \huge {\tt{Answer}}

From the eqn.  \sf{\alpha + \theta =90°} , we have

 \sf{\theta = 90° - \alpha} \\\\ \sf {cot \theta= ~cot(90°-\alpha) = tan~\alpha} \\\\ \sf{ cot\theta=\dfrac{5}{2}}

Answered by mousam8673
1

Hope my answer helps you....

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