A wheel makes 360 revolutions in 1 minute, Through how many radians does it turn in 1 second ?

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Solution

Number of revolutions made in 60 seconds = 360.

Number of revolutions made in 1 second $= \frac{360}{60}$ = 6.

Angle moved in 1 revolution = $(2 π)^{c}$ .

Angle moved in 6 revolutions = $(2 π \times 6)^{c}$ = $12 π^{c}$

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A wheel makes 360 revolutions in 1 minute, Through how many radians does it turn in 1 second ?

Number of revolutions made in 60 seconds = 360. Number of revolutions made in 1 second =36060 = 6. Angle moved in 1 revolution = (2π)c. Angle moved in 6 revolutions = (2π×6)c = 12πc

Number of revolutions made in 60 seconds = 360.

Number of revolutions made in 1 second $= \frac{360}{60}$ = 6.

Angle moved in 1 revolution = $(2 π)^{c}$ .

Angle moved in 6 revolutions = $(2 π \times 6)^{c}$ = $12 π^{c}$