The full Question...
Suppose 3 algorithms are used to perform the same task for a certain number of cycles. Algorithm A completes 3 cycles in one minute. Each of Algorithm B and Algorithm C respectively completes 4 and 5 cycles per minute. What is the shortest time required for each Algorithm to complete the same number of cycles?
About 365.5 meters a minute.
40 seconds: is 4/6 simplified to 2/310 seconds: is 1/6
20 meters.2m/6sec = x/60secx = (2m*60sec)/6secx = 20m
2/5 of a minute is 24 seconds. 2/5 is also 40% of a minute
No, minute is a noun (Just give me a minute here...) Or an adjective (Stop trying to make a mountain out of a minute [tiny] mole hill!)
30 compressions for one minute then a breath so it would be 2 breaths and 60 compressions
Cycles per minute
9999999999
8 times
If the abbreviations stand for cycles per minute and revolutions per minute, there is no difference.
About 100 ml of blood per second or 6 liters per minute.
About 365.5 meters a minute.
Hz = cycles/second. Therefore, at 2Hz, you're generating two complete cycles (or what I believe you refer to as waves) every second. So 2 cycles x 60 seconds = 120 cycles per minute. 120 cycles x 5 minutes = 600 cycles.
Frequency in Hertz is a count of cycles per second. So at 60Hz, there are 60 cycles per second. This means there are (60 cycles per second x 60 seconds) = 3600 cycles per minute.
16,666 cycles per second.
The fastest setting is 60 cycles per second. multiply by 60 to get the number of cycles in a minute. The answer is 3600
The number of clock cycles per minute which determines the spped of le system