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If you travel at a constant speed of 20 miles and hour, you will cover 100 miles in 5 hours.

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14y ago

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Martin drove 80 miles in 2 hours he covered 100 miles more in 3 hours what was the average rate of speed in miles per hour for the 5 hours of driving?

100 miles


What does rate mean in math term?

To compare to different units of measurement or a ratio that compares two quantities of different units (Ex: A car goes 100 miles in 1.5 hours, what is the rate)


You drove 80 miles in 2 hours and then 100 miles in 3 hours What is the average rate of speed in miles per hour for the 5 hours of driving?

36 mph. (80+100) / (2+3) = 36


What is the average rate of speed in miles per hour for 5 hours of driving 100 miles?

20 miles per hour.


Martin drove 80 miles in 2 hours he coverd 100 miles more in3 hours what was his average rate of speed in miles per hour for the 5 hours?

44 mph


If martin drove 80 miles in 2 hours and then covered 100 miles more in 3 hours what was his average rate of speed in miles per hour for the hours of driving?

36 mph


One morning martin drove 80 miles in 2 hours after lunch he covered 100 miles more in 3 hours what is his average rate of speed in miles per hours for the 5 hours of driving?

(80 + 100) / (2 + 3) = 180/5 = 36 miles per hour.


Martin drove 80 miles in 2 hours after lunch he coverd 100 miles more in 3 hours what was his average rate of speed in miles per hour for the 5 hours of driving?

180 miles, 5 hours; 36 mph


If your aunt Mary lived 100 miles from you how fast should you drive your car to get to her house in 2 hours?

distance = rate * time rate = distance/time rate = 100/2= 50mph


One morning martin drove 80 miles in 2 hours after luch he covered 100 miles more in 3 hours what was his average rate of speed in miles per hour for the 5 hours of driving?

36 mph


32 students is 80 percent of what?

96 miles in 24 hours find the rate in miles per hour


Are rate and percentage the same?

Rate and percentage are related but not the same. A rate typically expresses a quantity per unit of another quantity, such as speed (miles per hour), while a percentage is a specific way of expressing a fraction out of 100. For example, if you have a rate of 50 miles traveled in 2 hours, you can express that in percentage terms only if you relate it to a specific context, such as a part of a whole.