If the ball makes 12 rotations in 10 meters, then 1 rotation takes 83.3 cm. This would equal the circumference of the ball. Then the diameter would be 26.5 cm (or 10.43 inches).
This is significantly larger than a regulation soccer ball, which must have a circumference between 68 and 70 cm.
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.
Rotations?
yes!
circumference = diameter × π → diameter = circumference ÷ π Circumference of tyre = distance/rotations = 1320 ft / 180 = 7 1/3 ft → diameter = 7 1/3 ft ÷ π ≈ 2.33 ft
11" Diameter x 3.145159 = 34.5575" Circumference 34.5575" Circum x 150 Revs = 5,183.6278" or 431.9689'
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 !
A rotation turns a shape through an angle at a fixed point thus changing its coordinates
Cruyff and 360 step over.
Its very simple Single toe loop- 1 rotation Double toe loop- 2 rotations Triple toe loop- 3 rotations (and if its possible) Quadtriple toe loop- 4 rotationa
The length of one coil can vary significantly depending on the diameter and spacing of the coil. For instance, a coil of wire with a diameter of 1 meter and 10 turns would have a length of approximately 3.14 meters (using the formula for the circumference of a circle, ( C = \pi \times d )). To determine the exact length of a specific coil, you would need to know its dimensions.
it turns into a lollypop.
The common values needed to determine the travel distance of a thread are the thread pitch (distance between threads), the number of turns or rotations made by the thread, and the diameter of the thread spool. By knowing these values, you can calculate the total distance the thread travels when wound or unwound.