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Sagot :
Sines and cosines are trigonometric identities
The corresponding match of the sine or cosine values are:
- Cos(57) = Sin(33)
- Sin(43) = Cos(47)
- Cos(43) = Sin(47)
- Sin(32) = Cos(58)
How to determine the sine and cosine values
Given that:
[tex]\sin(a) = \cos(b)[/tex]
Then:
[tex]a + b = 90[/tex]
This means that, angles a and b are opposite values
For cos(57),
The sine value is: sin(33)
This is so because:
57 + 33 = 90
When the above formula is applied to the remaining functions, we have:
sin(43) = cos(47)
cos(43) = sin(47)
sin(32) = cos(58)
Read more about sine and cosine ratios at:
https://brainly.com/question/12172664
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