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-- Determine the number of revolutions, vibrations, reciprocations, or full oscillations in one second. -- Multiply that number by (2 pi).
Multiply the first fraction by the reciprocal of the second. That is, flip the second fraction over and then multiply the two.
"Dividing Fractions is easy as pie, flip the second and multiply." Flip the second fraction, and multiply, and reduce.
Divide your speed in miles per hour (mph or mi/h) or kilometers per hour (kph or km/h) by 360 to get your miles per second (mi/s) or kilometers per second (km/s).
first square the first term then multiply the first and second term and multiply by 2 finally square the second term
When following a vehicle in front of you.
-- Determine the number of revolutions, vibrations, reciprocations, or full oscillations in one second. -- Multiply that number by (2 pi).
2 second
To determine a three-second following distance while driving, pick a stationary object like a sign, tree, or marking on the road. When the vehicle ahead passes the object, start counting "one-thousand-one, one-thousand-two, one-thousand-three." If you reach the object before finishing counting, you are following too closely and should increase your following distance.
The basic answer to your question is to divide the number of miles along the route from Atlanta to Dallas by the number of miles you get from a tank of gas. Easy! First, how far is it? Select a route and determine its length. If you've found WikiAnswers, you can find MapQuest. Second, determine your vehicle's fuel efficiency ('mpg,' or miles per gallon). Third, find out how much fuel your vehicle will hold. Multiply your vehicle's 'mpg' rating by its fuel capacity. The result is your vehicle's 'range.' Then divide the length of your route by your vehicle's 'range' to find how many tanks of gas it will take. Simple arithmetic!
A soft drink can is not a good object to use when applying the two-second rule while driving. It is best to focus on the vehicle directly ahead of you and ensure that there is a two-second gap between your vehicle and theirs to maintain a safe following distance.
The 3 second rule (sometimes it's a 2 second rule) refers to the spacing a vehicle should maintain when following another vehicle, regardless of speed. The theory is that the faster the vehicles are traveling, the greater the margin of safety (spacing or distance) between the vehicles will be.
FIRST - Determine if you are jacking the vehicle correctly (is the jack is being applied at the correct location(s)? ) SECOND - Are you extending the jack to its full limits? THIRD - Determine if the vehicle is equipped with the proper jack (Your vehicle is 10 years old - is it possible that the original jack has been lost or replaced somewhere in its life?).
Have vehicle scanned to determine the problem
To calculate momentum, you would multiply the mass of the car in kilograms by its velocity in meters per second. The unit for momentum is kg*m/s.
To convert 21 meters per second to mph, you can use the following conversion factors: 1 meter per second is approximately equal to 2.237 mph. Therefore, 21 meters per second is approximately 47.25 mph.
Yes, in the context of driving, when applying the 3-Second Rule, you should choose a fixed or stationary object on the road ahead. This helps you maintain a safe following distance from the vehicle in front of you by ensuring that you have at least a 3-second gap between your vehicle and the one in front.