The diameter of a bicycle wheel is 29 in. How many revolutionsdoes the wheel make when the bicycle travels 200 ft?Round your answer to the nearest whole number

In order to solve the problem, We need to realize that : The Distance traveled by bicycle wheel in one revolution is equal to the Circumference of the bicycle wheel.Given : The diameter of the bicycle wheel is 29 inWe know that : Circumference of a Circle is given by : π × diameter[tex]:\implies[/tex]  Circumference of the bicycle wheel = π × 29[tex]:\implies[/tex]  Circumference of the bicycle wheel = 91.11 inIt means : Distance traveled by bicycle wheel in 1 revolution is 91.11 inWe know that : One feet = 12 inches[tex]\implies \mathsf{91.11\;inches\;in\;feet = \dfrac{91.11}{12} = 7.592\;feet}[/tex]It means : Distance traveled by bicycle wheel in 1 revolution is 7.592 ftNumber of revolutions made by bicycle wheel to travel 200 ft :[tex]\implies \mathsf{\dfrac{200}{7.592}\;(revolutions)}[/tex][tex]\implies \mathsf{26.34\;revolutions}[/tex]Rounding off to nearest whole number :Answer : 26 Revolutions