MPH=distance/time
or
MPH = (distance x 60) / time
It's best to get time in terms of 100 (i.e., 20 mins 20 secs = 20.333 mins)
Simple formula for that: minutes + [(seconds x 100)/6000]
minutes + [seconds / 60] ( same diff. )
Speed equals miles divided by hours
Speed = miles / hours
miles = speed x hours
hours = speed x miles
Where:
Speed is mph (miles per hour)
Miles are distance traveled
Hours are length of time to get there
If time less than one hour then divide minutes by 60 to get fraction of an hour.
Its hypotenuse
Acceleration=Speed1-speed2/Distance traveled
Our formula is Distance = Rate * Time Distance = 0.1 miles Rate = 70 mph Time = unknown Solve formula for Time Distance/Rate = Time So, 0.1 miles/70 mph or 1/700 hours. Approximately 5.14 seconds
Please note that km is a distance, while mph is a speed, so you can't convert that directly. For a speed problem, first convert the kilometers to miles, then use the formula: distance = speed x time
Wingspan = (perpendicular distance from the tip of the left wing to the fuselage roll-axis) plus (perpendicular distance from the tip of the right wing to the fuselage roll-axis)
The formula for calculating total work in physics is: Work Force x Distance.
The formula for calculating distance when an object is accelerating at a constant rate is distance 1/2 acceleration time squared.
The formula for calculating the work done by friction is: Work Force of friction x Distance.
The formula for calculating the maximum speed of an object is: max speed distance / time.
Divide distance by time.
Distance * Weight (in Newton meters)
The distance formula in physics that does not involve time is the formula for calculating distance traveled by an object, which is given by: Distance Speed x Time
The formula for calculating the moment of a force is: Moment Force x Distance. This formula shows that the moment of a force is directly proportional to the product of the force applied and the distance from the point of rotation.
Distance = speed x time
There is none. Electricity and miles per hour do not relate.
hypotenuse
You are calculating the length of a line segment