Concept explainers
To find: An Angle.
Answer to Problem 17PT
Required Angle
Explanation of Solution
Given information:
Sine and Tangent are negative
Given
Sine and Tangent are negative
We know
All trigonometric functions are positive in Quadrant-I
In Quadrant II only sine and cosecant functions are positive
In Quadrant III tan and cot functions are positive
In Quadrant IV cosine and secant functions are positive.
As we need both sine and tangent functions to be negative
It is possible only if the required angle present in Quadrant IV
Among the given options only angle
So,
Required Angle
Chapter 13 Solutions
Algebra 2
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