At 56.39 metres per minute.
A wheel with a 26 inch diameter has a circumference of 81.68 inches. At 145 rpm a point on the circumference travels at 145*81.86 inches per min = 11843.8 inches per minute.
The object is moving at the speed of 50 ms-1 .
10 metres in 5 seconds or 2 metres per second.
30 times as much, since a minute has 60 seconds.
A "snail year" is 1.52 miles. A snail moving at a consistant pace travels 11 inches per hour.
A "snail year" is 1.52 miles. A snail moving at a consistant pace travels 11 inches per hour.
Answer is 176.5 cm or 1.765 mTo convert feet and inches to Meters, first convert the to inches (5ft x 12 = 60 inches) then add the inches (60 + 9.5 = 69.5 inches).the conversion from inches to cm is 2.54 cm to 1 inch, so multiply the height in inches by 2.54(69.5 x 2.54 = 176.53cm) . Convert cm to meters by moving the decimal point 2 places to the left. (176.5 cm = 1.765 meters)
First you must know the radius of whatever is moving in a circle. The relationship is: linear speed (meters/second) = angular speed (radians/second) x radius. The result, as hinted in the units, will be in meters/second. Converting that to meters/minute is easy; you just multiply by 60.
It is moving at 264 feet per minute.
The channel of constant velocity means that it is moving along a straigh line, and as every second of time goes by, the object travels through the same number of meters or we can say that it travels equal displacements per equal time intervals. Y.N.Rajesh........................
For obvious reasons, let us use ipm to represent a velocity in inches per minute, and iph to represent that same velocity in inches per hour. So something is moving at the rate of ipm inches per minute. There are 60 minutes in an hour, and in every one of those minutes, it covers a distance of ipm inches. Therefore in the whole hour, altogether, it goes 60 times as far, that is, 60 ipm. That's how many inches it moves in one hour, so iph = 60 ipm Solving for ipm, the formula is: ipm = iph/60
A train travels over a FIXED track not a MOVING track.