how We can solve sin angle equal to cos angle
what's the value of cosec angle

Question

how We can solve sin angle equal to cos angle
 what's the value of cosec angle

Charvi Nayyar · Accepted Answer

hello

when Sin = cos
sin/cos = 1
tan = 1
tan = tan 45°
= 45°

the cosecant of x is defined to be 1 divided by the sine of x:

csc x = 1/ sin x

hope it helps

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how We can solve sin angle equal to cos angle what's the value of cosec angle

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Question : Solve the following to find its value in terms of trigonometric ratios.
$(\sin A + \cos A)(1 - \sin A \cos A)$
Option 1: $\sin^3A+\cos^3A$
Option 2: $\sin^2A-\cos^2A$
Option 3: ${[\cos A-\sin A]\left[\sin ^2 A+\cos ^2 A\right]}$
Option 4: $\sin^3A-\cos^3A$