To determine how many times gear A rotates compared to gear D, you need to know the number of teeth on each gear and their arrangement. The rotation ratio can be calculated using the formula: (Teeth on Gear D / Teeth on Gear A). If, for instance, gear A has 10 teeth and gear D has 30 teeth, then gear A will rotate 3 times for every 1 rotation of gear D.
To find out how many times the 36-tooth gear will rotate, we can use the concept of gear ratios. The ratio of the teeth on the gears is 54:36, which simplifies to 3:2. If the 54-tooth gear rotates 5.5 times, the 36-tooth gear will rotate (5.5 \times \frac{2}{3} = \frac{11}{3} \approx 3.67) times. Thus, the 36-tooth gear will rotate approximately 3.67 times.
As many times as you want
60 / 25 = 2.4 RPM (Revolutions per Minute) 2.4 X 10 = 24 RPM
About 0.922 times
Minute hand will rotate 1440 times in 24 hours.
The term that compares the number of teeth on a driving gear to the number of teeth on the driven gear is called the "gear ratio." It is expressed as a ratio of the number of teeth, indicating how many times the driving gear must rotate to turn the driven gear once. This ratio is crucial in determining the mechanical advantage and speed of the gear system.
13.37 times (rounded)
13 times
Approx 825 times.
3
about once
he has been on top gear 2 times