Ft S To Mi Hr

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Nearly people can make generalizations about a rate of miles per hour, every bit this is a standard charge per unit used to approximate how fast cars and other vehicles move. Sometimes, all the same, y'all might be presented with a rate stated in feet per seconds. This is a little harder to anticipate equally it is not a rate normally used. Converting from feet per second to miles per hour can help you compare rates. The conversion involves knowing that there are v,280 feet in ane mile, and three,600 seconds in i hour.

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Set up the rate as a ratio or fraction. The fraction will have feet in the numerator and seconds in the denominator. The number of feet per second should be given to you lot. The charge per unit should be per second, so you should have a 1 in the denominator.^[1]
- For example if you lot are converting 500 anxiety per 2nd to miles per hour, your ratio will look like this: ${\frac {500{\text{feet}}}{1{\text{second}}}}$ .
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Convert the number of feet to miles. There are 5,280 anxiety in a mile.^[2] So, to convert, divide the number of feet by 5,280. Rewrite your ratio in terms of miles per 2nd.

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Modify the value in the denominator to .00028 hours. This is the conversion of 1 second to hours, plant by dividing ane by 3,600 since there are 3,600 seconds in one hr.
- For case, your new ratio is ${\frac {.095{\text{miles}}}{.00028{\text{hours}}}}$ .
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Convert to the unit of measurement charge per unit. This ways the rate of miles per 1 hour. To practice this, divide the numerator of the fraction by the denominator.^[3]
- For case, ${\frac {.095{\text{miles}}}{.00028{\text{hours}}}}={\frac {339.29{\text{miles}}}{1{\text{hour}}}}$ . And then, 500 feet per second converts to 339.29 mph.

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1
Gear up the charge per unit as a ratio or fraction. Set upwardly the fraction so that the number of miles is in the numerator. This should be given to you. The rate should be per hour, so y'all should have a 1 in the denominator.^[4]
- For instance if you are converting 50 miles per hour to feet per 2nd, your ratio will look similar this: ${\frac {50{\text{miles}}}{i{\text{hour}}}}$ .
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Catechumen the number of miles to feet. Every mile has v,280 feet in information technology, and so to convert, multiply the number of miles by 5,280.^[5] Rewrite your ratio in terms of feet per hour.
- For example, if you are converting l miles per hr, you would calculate $l\times 5,280=264,000$ , Then, your new ratio is ${\frac {264,000{\text{feet}}}{one{\text{hour}}}}$ .
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Convert the number of hours to seconds. Since an hour has 3,600 seconds, to convert y'all would multiply the number of hours by three,600.^[6] Since you are working with a unit rate of 1 hour, you would simply multiply 1 and 3,600. Rewrite your new ratio in terms of anxiety per seconds
- For instance, $1\times 3,600=three,600$ . So, your new ratio is ${\frac {264,000{\text{anxiety}}}{3,600{\text{seconds}}}}$ .
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Convert to the unit rate. The unit rate is feet per one second. This means you must get the denominator of your fraction to one. To do this, divide the numerator past the denominator. You can also retrieve of it every bit dividing the numerator and denominator by the denominator.^[7]
- For example, ${\frac {264,000{\text{feet}}}{iii,600{\text{seconds}}}}={\frac {73.33{\text{feet}}}{1{\text{second}}}}$ . And so, 50 miles per hour converts to 73.33 anxiety per second.

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Recapitulate one,000 feet per 2d as miles per hr.
- Ready the charge per unit as a fraction: ${\frac {ane,000{\text{anxiety}}}{1{\text{second}}}}$
- Catechumen the number of feet to miles. To practise this, divide the number of feet by five,280: ${\frac {one,000}{5,280}}=.189$ .
- Convert the number of seconds to hours. To do this, divide the number of seconds by 3,600: ${\frac {1}{3,600}}=.00028$ .
- Convert to the unit rate. To do this, carve up the numerator by the denominator: ${\frac {.189{\text{miles}}}{.00028{\text{hours}}}}=675\;{\text{mph}}$ .
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Catechumen 15 miles per hour to feet per 2nd.
- Fix upward the rate as a fraction: ${\frac {xv{\text{mi}}}{ane{\text{hour}}}}$
- Convert the number of miles to anxiety. To practise this, multiply the number of miles by five,280: $xv\times v,280=79,200$ .
- Convert the number of hours to seconds. To do this, multiply the number of hours by 3,600: $1\times iii,600=3,600$ .
- Convert to the unit of measurement rate. To do this, divide the numerator past the denominator: ${\frac {79,200{\text{feet}}}{3,600{\text{seconds}}}}=22\;{\text{feet per 2nd}}$ .
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Compare the following two rates. A reddish car is traveling 65 mph. A blue car is travelling 80 feet per second. Which car is travelling faster?
- Convert i of the rates so that both rates are stated in the aforementioned units. And so, you just need to compare the two rates. For example, you might convert the blue car's rate of 80 anxiety per second into miles per hr:
- The scarlet automobile is travelling at a rate of 65 mph. The bluish auto is travelling at a rate of 53.57 mph. And so the carmine machine is travelling faster.

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Question

How practice I convert four hours, 24 minutes and sixteen seconds to hours just?

24 minutes consist of (24 x 60) = i,440 seconds. 24 minutes plus 16 seconds equal 1,456 seconds. There are iii,600 seconds in i hr. Therefore, 1,456 seconds are 1456/3600 = 0.4044 of an hr. So iv hours 24 minutes 16 seconds catechumen to 4.4044 hours.