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Use this formula to convert miles per second to miles per hour:

  • mps x 3,600 = mph
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14y ago

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Write each ratio as a unit rate 3 miles per hour?

1:3


What is 15 to 40 as a ratio in simplest form?

Write 171 miles in 3 hour as a unit rate


How is speed defined as rate?

It is defined as a rate because it is distance traveled over time elapsed. For example, sixty miles an hour means that one will travel 60 miles in one hour. Rate is a specific kind of ratio where two measurements are related to one another, in this case 60 miles and one hour.


How do you write 75 miles in 60 minutes in unit rate?

I am thinking it would be 75 miles per hour since 60 mins. = 1 hour


How do you write 300 miles in 5 hours as a unit rate?

300 Miles = 482.80 KM482.80/596.56 KMPH59.99 Miles per hour


How do you find the rate of somerhing in algebra?

The formula for rate is distance equals rate times time. The rate is a ratio that compares two different kinds of numbers, for example: miles per hour.


What is the difference between rate an ratio?

A rate compares two different units. Ex. 1 mile / 1 hour A ratio compares two of the same units. Ex. 1 mile / 2 miles


How do you write 20 miles over 4 hours as a unit rate?

20 miles over 4 hours as a unit rate is written 5 miles per hour. 5 miles per hour is 2.235 m/s (meters per second).


What rates converts to a unit rate of 65 miles per hour?

The following is the answer.


How do write a ratio as a rate?

depends on what type


What is the difference between a rate and a unit rate?

A rate is a ratio that compares two different units. ex: 300 miles\ 6 hours. you can't convert miles into hours. A unit rate is a rate comparing a number to 1 unit to another. ex: 50 miles\1 hour A unit rate always has 1 as a denominator.


How do you express a ratio as a unit rate?

To express a ratio as a unit rate, divide both terms of the ratio by the second term. This simplifies the ratio to a value per one unit of the second term. For example, if you have a ratio of 10 miles to 2 hours, you would divide both numbers by 2, resulting in a unit rate of 5 miles per hour. This indicates how many units of the first quantity correspond to one unit of the second quantity.