The Circumference of a wheel 1.1m dia is 1.1*pi
Thus 2000/(1.1*pi) is the number of turns the wheel will make.
2000/3.456 = 578.7 revolutions to one decimal place
(pi assumed to be 3.14159)
To calculate the number of wheel rotations needed to travel a certain distance, we must first find the circumference of the wheel using the formula C = πd, where d is the diameter of the wheel. Given that the diameter is 0.5 meters, the circumference is C = π(0.5) = 1.57 meters. To travel 100 meters, the wheel would need to make 100 / 1.57 = approximately 63.69 rotations. Therefore, the wheel would need to make approximately 64 rotations to travel 100 meters.
36 pi
18.4 inches
If the rim doesn't slip on the ground, then the distance for each revolution is (diameter x pi).2.5 x pi = 7.854 (rounded)
4
because the wheel turns through a much greater distance than the axle.but the smaller turn of the axle is more powerful.witten by-brenda v.=========================Answer #2:-- The fact that the wheel turns through a greater distance that the axle doesis a result, not a cause, of the wheel being bigger than the axle.-- The axle is not more powerful than the wheel. Ignoring losses, they must bothhave the same power. The axle's force is greater than the wheel's force, but to payfor it, the axle must turn through greater distance. Same as all the lever stuff.-- The diameter of the wheel needs to be greater than the diameter of the axleonly if you'd prefer not to have the axle scrape on the ground.
To calculate the number of wheel rotations needed to travel a certain distance, we must first find the circumference of the wheel using the formula C = πd, where d is the diameter of the wheel. Given that the diameter is 0.5 meters, the circumference is C = π(0.5) = 1.57 meters. To travel 100 meters, the wheel would need to make 100 / 1.57 = approximately 63.69 rotations. Therefore, the wheel would need to make approximately 64 rotations to travel 100 meters.
Need to find:Distance wheel travels in 1 turn = circumference of wheelcircumference = π × diameter → diameter = circumference ÷ π333 ft ÷ 37 turns = 333/37 ft/turndiameter = 333/37 ft ÷ π ≈ 2.86 ft
To accurately measure the diameter of a bike wheel, use a tape measure or ruler to measure the distance across the wheel from one edge of the tire to the opposite edge. Make sure to measure from the center of the wheel to get an accurate diameter.
Rotations and distance tells you about the circumference and this tells you about the diameter. How about a specific problem?
wheel diameter times pi times number of rotations
They measured the distance the wheel traveled on the ground which would be the same as the circumference of the wheel. If they then measured the diameter of the wheel and divided the circumference by the diameter they would have a value for pi.
The circumference of the wheel is Pi multiplied by the diameter (0.705). Divide 1000 meters (1km) by that answer - and you'll have your solution !
36 pi
5280 feet/1320 turn = 4 foot circumference 4 foot cirumference/ (pi) = 1.273foot diameter
Linear distance of one revolution = 3.14 x diameter = 3.14 x 20 = 62.8 meters
To understand wheel sizes better, focus on the three main measurements: diameter, width, and offset. The diameter is the size of the wheel from one side to the other, the width is the distance from the inner edge to the outer edge, and the offset is the distance from the center of the wheel to the mounting surface. These measurements will help you choose the right wheel size for your vehicle.