Question #197115

A full rotation is measured as 360°. A dial moves through a third of a rotation. How many degrees does it need to move backwards to reach a fifth of a rotation?


1
Expert's answer
2021-05-24T16:22:34-0400

At 3rd3^{rd} Rotation Dial moves =360×3=1080= 360\times 3=1080^{\circ}


At 5th5^{th} Rotation Dial moves =360×5=1800= 360\times 5=1800^{\circ}


To move backwards to reach a fifth of a rotation Dial must moves-


=18001080=720=1800-1080=720^{\circ}


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