Question

if tanA = sinA then what is the value of A

Answer 1

$\bold{\huge{Hay!!}}$


$\bold{Dear\:user!!}$



$\bold{\underline{Question-}}$


if tanA = sinA then what is the value of A


$\bold{\underline{Answer-}}$


$\bold{Your\:answer\:is\:\:(0)}$


$\bold{\underline{Explanation-}}$

tanA = secA


$\frac{sinA}{cosA} = sinA$


cosA = 1 = cos 0°

A = 0°

Answer 2

Hey there !!


▶Given :-

→ tan A = sin A .


▶ To find :-

→ The value of A .


▶ Solution :-

$\implies \tan A = \sin A. \\ \\ \implies \frac{ \sin A}{ \cos A} = \sin A. \\ \\ \implies \cancel\frac{ \sin A}{ \sin A} = \cos A. \\ \\ \implies \cos A = 1. \\ \\ \implies \cancel{\cos }A = \cancel{\cos } \: 0 \degree. \\ \\ \large \green {\therefore A = 0 \degree.}$


✅✅ Hence, it is solved ✅✅.


THANKS


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