A circle measures 360° if the circle remarked with numbers like a clock every number would represent 30° farther from zero and close it to 360° if an angle marker typically found at 11 o’clock or to rotate to the place normally March for 4 o’clock what is the degree measure of the angle formed moving clockwise?

Question

A. 120 degrees
B. 150 degrees
C. 240 degrees
D. 330 degrees

Answer 1

If the angle marker is typically found at 11 o'clock, it means that it is 30° farther from zero than the starting position (which is 12 o'clock). So, if the starting position is 0°, the angle marker at 11 o'clock would be at 30°.

To rotate the angle marker to the place normally marked for 4 o'clock, we need to add 4 hours (or 4*30°) to the current angle measure of 30°.

So, the total degree measure of the angle formed moving clockwise would be 30° + 4*30° = 30° + 120° = 150°.

Therefore, the answer is B. 150 degrees.