Question

Suppose that tan 0=-5/12 and 90° <0<180°.
Find the exact values of sin
0/2 and
tan
O/2

Answer 1

The exact values of sin θ/2 and tan θ/2 given below as:

• sin θ/2 = 0.9806
• tan θ/2 = 4.99

What is the exact values of sin θ/2 and tan θ/2 given that tan θ = -5/12?

Given that tan θ = -5/12 and θ lies between 90° and 180°, the values of sin θ/2 and tan θ/2 can be found as follows:

tan θ = -5/12

θ =  180 -tan⁻¹-(5/12)

θ = 157.38

sin θ/2  = sin 157.38/2

sin θ/2 = 0.9806

tan θ/2 = tan 157.38/2

tan θ/2 = 4.99

In conclusion, the values of the sine and tangent are found from the given values.

Learn more sine and tangent at: https://brainly.com/question/12465995

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