Ask a New Question

Determine the quadrant in which an angle, θ, lies if θ = 5.40 radians.

a. 4th quadrant
b. 3rd quadrant
c. 2nd quadrant
d. 1st quadrant

2 answers

same type of question as your last one

Answer is a.
To convert radian into degrees,
multiply the value of radian to 180/ Pi.
Therefore, 5.4 x 180/pi = 309.39, which is in the 4th quadrant.

Ask a New Question or answer this question.

Similar Questions

The angle 2x lies in the fourth quadrant such that cos2x=8/17.1.Which quadrant contains angle x? 2. Determine an exact value for
1. 2 answers
Determine the quadrant in which each angle lies. (The angle measure is given in radians.)1. (5π/6) a) first quadrant b) second
1. 2 answers
Determine the quadrant in which an angle, θ, lies if θ = 5.40 radians.a. 4th quadrant b. 3rd quadrant c. 2nd quadrant d. 1st
1. 2 answers
The angle 2x lies in the fourth quadrant such that cos2x=8/17.1.Which quadrant contains angle x? 2. What is the measure of x, in
1. 2 answers

more similar questions