Question

Which is an equivalent expression for sin k?

Answer 1

Here's the explanation :

we know,

$\boxed{\sin( \theta) = \frac{opposite \: \: side}{hypotenuse} }$

so,

$\sin(k) = \dfrac{11}{61}$

hence, option b. is correct

Answer 2

Answer:
SinK=11/61
Explanation:
The function sin can be found by looking for the side opposite of the angle over the hypotenuse. Since we are solving for sinK, you’d first want to look to the side across from K, which would be 11. You’d then want to identify the hypotenuse, which would be 61.
Therefore, sinK would be equivalent to 11/61.