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There are 60 sec in one min

35 rev/min x 45/60 = 26.25 revs

Q: How many revolutions would a tire make in 45 sec if its anguar velocity were 35 rev min?

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devide 0ne million miles with the tires outer premiter

Approx 720 revolution.

Velocity= a speed and a direction The speed is 15 km/hr You still need a direction to make a velocity.

0.42 * 13.2=5.544

Even in a rotating restaurant, the kitchen would be located in the non-rotating center. If you had a kitchen on a rotating platform, the centrigugal forces would cause a certain amount of spillage and generally would make it harder to control the ingredients.

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9.55 revolutions

it would depend on the speed of the car or the diameter of the tire.

# RPM is a standard for how many revolutions the record would make per minute. Different sized records required the speed be changed on the record player.

That would depend upon the size of the tire. My car has tires that are about 221/4" in diameter which means they have circumference: circumference = π x diameter ≈69.9" which is the distance travelled in one complete revolution of the tire. 1 mile = 63360 in ⇒ revolutions = 1 mile ÷ circumference_of_tire ≈ 63360 in ÷ 69.9 in ≈ 906.43 revolutions per mile My bicycle has tires that are about 271/2" in diameter meaning the number of revolutions is: revolutions ≈ 63360 in ÷ (π x 271/2 in) ≈ 733.39 revolutions per mile

Gear (A) has 15 teeth , Gear (B) has 10 teeth. Gear (A) makes 14 revolutions . How many revolutions will Gear (B) make?

devide 0ne million miles with the tires outer premiter

Mercury rotates on its axis three times for every two revolutions it makes around the Sun. So if Mercury rotates 9 times, it will make 6 revolutions around the Sun.

I believe you meant that you had an object on a string that revolved around an axis at a constant velocity. If that is the case, under friction free conditions, when the string snaps, it's velocity would not change, only its direction of movement. The centripetal force that was keeping the mass revolving around the axis would converted into centrifugal force that would make it travel in a straight line away from the axis.

1 per minute.

make the drop the shape of a parabola, then if v is exactly right, you would essentially be in freefall on the drop