What Does "IMK" Mean Over Text and on Social Media?
Q&A for How to Find Speed
Coming soon
Search
-
QuestionDistance is 72 km and time is 56 minutes. What is the speed?Community AnswerSpeed = distance/time. So in this case you would divide 76km by 56 minutes and you would come up with 1.29 km per minute.
-
QuestionAn object travels 32 meters in 2 hours, what is the speed of the object?Community AnswerYou use the formula of speed = distance / time, and its unit is meter/second. Distance = 32 meters, time = 2 hours. Since the unit of speed is meter per second, you need to change the time to seconds. There are 3600 seconds in one hour, so time = 2 hours x 3600 seconds = 7200. Now solve speed = 32 / 7200 = 0.0044 m/s.
-
QuestionA man travels a distance of 84 km in 1 hour 20 minutes. Find his average speed?Community AnswerSpeed = Distance / Time. So, 84, the distance traveled, divided by the total number of minutes it took to get there, which is 80, would be 1.05. Therefore, your answer is 1.05 km/s.
-
QuestionA car moves 120 miles in h hour, what will be it's average speed per hour?DonaganTop Answererd = rt, so d/t = r, where d is the distance traveled, t is the time elapsed, and r is the rate or speed. So the average speed is 120 miles / h hours = (120 / h) miles per hour.
-
QuestionAmy drove 200 miles at an average speed of 10 mph faster than the usual average speed. If she completed trip in 1 hour less than usual, what is her usual driving speed in mph?DonaganTop Answererr is her usual speed in mph, t is her usual time in hours, and d is the distance traveled. d = (r)(t) = (r + 10)(t - 1) = rt - r + 10t - 10. Then rt = rt - r +10t - 10. That means (-r + 10t - 10) = 0. Then (-r + 10t = 10, and r = 10t -10. d = 200 = rt = (10t - 10)(t) = 10t² - 10t = 200. Divide the last part by 10: t² - t = 20, and t² - t - 20 = 0. Then (t - 5)(t + 4) = 0, and t equals either -4 hours or 5 hours. The elapsed time cannot be a negative number, so the usual elapsed time (t) = 5 hours. Then her usual speed (r) is 200 miles / 5 hours = 40 miles per hour.
Ask a Question
200 characters left
Include your email address to get a message when this question is answered.
Submit