Question

Find the value for β that makes cosβ = sin15 true.
A) 45
B) 75
C) 105
D) 175
Plzz help!!

Answer 1

Answer:

Step-by-step explanation:

This is an equation for which you need to solve for the value of the missing angle beta.

$cos\beta =sin(15)$

sin(15) has a decimal answer that you will find on your calculator.  Finding that value makes this equation then

cosβ = .2588190451

Now use the 2nd button and then the cos button to find the angle that has a cos of that decimal.  When you hit 2nd then cos, you should see this on your screen:

cos⁻¹ (

After that open parenthesis, enter you decimal then hit the enter button to find the angle.  You should get 75, which is Choice B.

Answer 2

The value for β is 75

Trigonometry based questions;

Given that;

cosβ = sin15

Find:

The value for β

Computation:

cosβ = sin15

cosβ = sin(90 - 75)

cosβ = cos75

The value for β = 75

Find out more information about 'Cos'

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