Angles, arcs and sectors
Conversion Between Degrees and Radians
Submitted by michaela.bailova on Fri, 12/13/2024 - 10:322010018504
Level:
A
In the interval find the angle coterminal with the angle .
2010018503
Level:
B
The figure shows a directional rosette that can be used to determine a marching angle. (The initial arm always faces north, and the terminal arm determines the direction of the march, so the measure of the angle increases from north to east.) Give the degree measure of the marching angle if the march is directed southeast.
2010018502
Level:
A
One of the angles , , , takes the same position on the unit circle as the angle . Which of the angles , , , it is?
2010018501
Level:
B
Which number satisfies the equation ?
2010007208
Level:
B
Given two angles and , which of the following numbers is to be substituted for so that both angles take the same position on the unit circle?
2010007207
Level:
B
The measures of given angles belong to the set :
Determine their arithmetic mean.
2010007206
Level:
B
The radian measure of the angle is . What is the sum of all the radian measures of the angles coterminal to from the interval ? (Two angles are coterminal if they are drawn in the standard position and both have their terminal sides in the same location.)
2010007205
Level:
A
Select the set that does not contain the measures of coterminal angles with an angle of radian measure . (Two angles are coterminal if they are drawn in the standard position and both have their terminal sides in the same location.)