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1(1/2) revolutions = how many degrees?

User Zazzyzeph
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Final answer:

1(1/2) revolutions is equal to 540 degrees. To convert revolutions to degrees, 1.5 revolutions is multiplied by 360°.

Step-by-step explanation:

When answering how many degrees are in 1(1/2) revolutions, we must convert revolutions into degrees. One full revolution is equal to 360°. Therefore, to find 1(1/2) revolutions in degrees, you multiply 1.5 (which is the decimal form of 1(1/2)) by 360°.

The calculation would be 1.5 x 360° = 540°.

This means that 1(1/2) revolutions equals to 540 degrees.

1 revolution is equal to 2π radians or 360 degrees. To find the number of degrees in 1(1/2) revolutions, we multiply the number of revolutions by the number of degrees in one revolution.

1 revolution = 360 degrees

1(1/2) revolutions = 1.5 revolutions x 360 degrees/revolution = 540 degrees.

User Tinus Jackson
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