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Determine the exact values of the six trigonometric functions of the angle 8.
sin(0) =
cos(0) =
tan(0) =
csc (0)
sec(0) =
cot (0) =
24
(-2/3-2/3)
25
25
LARPRECALCRMRP7 4.2.012.
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1 Points] DETAILS Need Help? Determine the exact values of the six trigonometric functions-example-1
asked
User Samik R
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7.7k points

1 Answer

4 votes

Answer:

Explanation:

The angle is equal to 253.7°. This is found using tan⁻¹(
(24/25)/(7/25)). Then add 180° because it is in the third quadrant.

Plug each of the following into your calculator.

sin(∅) = -0.9598

cos(∅) = -0.2807

tan(∅) = 3.4197

csc (∅) -1.042

sec(∅) = -3.5623

cot (∅) = 0.2924

If it asks for the answer in radians, convert the angle from degrees to radians. Then plug the new number into your calculator for the six operations.

answered
User Corvuscorax
by
8.7k points
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