Solve this in two steps.
First, find the acceleration as (difference of speed) / time.
Second, use Newton's Second Law to find the force (F=ma, that is, force = mass x acceleration).
65 km/h = 18.056 meters / second60 / 18.056 = 3.323 seconds so it takes approximately 3.3 seconds
1/120 seconds!
MPH = miles per hour. In order to calculate hours from seconds, you just need to know that there are 3,600 seconds in an hour.
If an object is travelling 100 meters in 1400 seconds, then it is travelling (100 / 1400) or about 0.0714 meters per second.
Calculate the amount of potential energy required. Then divide by the power.
To calculate the speed, you would divide the distance traveled by the time it took to travel that distance. In this case, traveling 5000 feet in 30 seconds means you are traveling at a speed of 166.67 feet per second.
The time required for one complete wave cycle is known as the period. It is typically measured in seconds and is the inverse of the frequency of the wave. For example, if a wave has a frequency of 10 Hz, the period would be 0.1 seconds.
65 km/h = 18.056 meters / second60 / 18.056 = 3.323 seconds so it takes approximately 3.3 seconds
1/120 seconds!
The duration of Traveling Hopefully is 1740.0 seconds.
To calculate the speed in miles per hour, first convert 6 tenths of a mile to miles (0.6 miles). Then, calculate the speed using the formula speed = distance / time. In this case, speed = 0.6 miles / (1.2 seconds / 3600) = 1800 mph.
You are traveling 70.18 feet every 1.1 seconds at 43.5 mph
MPH = miles per hour. In order to calculate hours from seconds, you just need to know that there are 3,600 seconds in an hour.
YES. At 55 miles per hour you are traveling at 80.67 feet every second. This means that every 15 seconds you are traveling 1,210.05 feet.
If an object is travelling 100 meters in 1400 seconds, then it is travelling (100 / 1400) or about 0.0714 meters per second.
Speed=Distance/ Time For example: You go 40 meters in 10 seconds. 40/10= 4. So you would be traveling at 4 meters per second.
The frequency of the wave is 0.2 Hz. You can calculate it by dividing the number of waves (6) by the time it took for them to reach the shore (30 seconds).