1) A car with tires of radius 32 cm drives on a highway at 0.447 m/s. What is the angular speed of the tires?This problem involves determining the angular speed of a car's tires given the linear speed and the radius of the tires. To calculate the angular speed (ω), use the formula:\[ω = \frac{v}{r}\]where \(v\) is the linear speed (0.447 m/s) and \(r\) is the radius of the tires (32 cm or 0.32 m).\[ω = \frac{0.447 \text{ m/s}}{0.32 \text{ m}} = 1.397 \text{ rad/s}\]The angular speed of the tires is 1.397 radians per second.

Given speed of the car v= 0.447m/s And radius of its tyres r=32cm Or in SI unit r=0.32m

Answered: 1) A car with tires of radius…

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1) A car with tires of radius 32cmdrives on highway at 0.447m/s. what is the angular speed of the tires?