What is the standard position of an angle 540º?Question 19Answera.3/2 of revolutionb.1/2 of revolutionc.-1/2 of revolutiond.-3/2 of revolution
Question
What is the standard position of an angle 540º?Question 19Answera.3/2 of revolutionb.1/2 of revolutionc.-1/2 of revolutiond.-3/2 of revolution
Solution
The standard position of an angle is found by taking the angle and subtracting or adding full revolutions (360º) until the angle is between 0º and 360º.
Step 1: Start with the given angle, 540º.
Step 2: Subtract 360º (a full revolution) from 540º. This gives you 180º.
So, the standard position of a 540º angle is 180º.
Looking at the answer choices, 180º is equivalent to 1/2 of a revolution.
Therefore, the answer is (b) 1/2 of revolution.
Similar Questions
What is the standard position of an angle 540º?
Find the measure of the unknown angle.54.6°57.4°156.6°?
Find the measure of the unknown angle.90.2°50.2°?157.8°
Convert the following angle from degrees to radians. Express your answer in simplest form.555, degrees555 ∘
The radian measure of an angle in standard position is -2023π/6. In what quadrant will its terminal side lies?
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.