Question

sin 16 /cos 74 uurjfjxjdjsjskkdjdjnsndndnsnsmxmmzms

Answer 1

sin(90°-74°) =sin 16
so, sin(90-74)/cos 74--------(1)
we know that , sin (90-ø) = cos of
therefore, from (1),
cos74/cos 74
=>1
sin 16/ cos 74
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Answer 2

Answer:

$\frac{Sin 16 }{Cos 74}=1$

Step-by-step explanation:

Given :$\frac{Sin 16 }{Cos 74}$

To Find : Value of $\frac{Sin 16 }{Cos 74}$

Solution :

$\frac{Sin 16 }{Cos 74}$

$\frac{Sin (90-74) }{Cos 74}$

Identity : $sin (90- A) = Cos A$

Using identity :

$=\frac{Cos 74}{Cos 74}$

$=1$

So, $\frac{Sin 16 }{Cos 74}=1$