What is the nearest 10 mph to 684,288,000 pi miles per hour?

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In summary, the conversation discusses how to round a large number involving pi to the nearest 10 miles per hour. The use of pi in mathematics is explained, along with its approximation as 3.1415926535897932384626433832795. The conversation also mentions the use of a calculator to find the result, which can be rounded to the nearest 10 as 2,149,754,150.
  • #1
mathdad
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I KNOW HOW TO ROUND. I just want to make that clear but the way this question is worded makes no sense to me.

How do I round 684,288,000 pi miles per hour to the nearest 10 miles per hour?
 
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  • #2
\(\displaystyle 684288000\pi\approx2149754153.73965243556\)
 
  • #3
pi is the standard transliteration of the Greek Letter, "[tex]\pi[/tex]". In mathematics it is used to represent the constant ratio of the circumference to the diameter of a circle. It is an irrational number (in fact, a transcendental number) that can be approximated by 3.1415926535897932384626433832795 (that is what the calculator that comes with Windows shows) but continues infinitely.

Using that approximation (actually I hit the \(\displaystyle \pi\) key on the calculator) \(\displaystyle \pi\) times 684,288,000 is 2149754153.7396524355611253154576. That's probably what MarkFl did. You should be able to round that to the nearest 10.
 
  • #4
Excellent. Thanks.

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Note:

2149754153 rounded to the nearest 10 is 2,149,754,150.
 

FAQ: What is the nearest 10 mph to 684,288,000 pi miles per hour?

What does it mean to "round to nearest 10 MPH"?

"Round to nearest 10 MPH" means that when given a speed that is not a multiple of 10, the number will be rounded to the nearest multiple of 10. For example, a speed of 38 MPH would be rounded to 40 MPH, while a speed of 43 MPH would be rounded to 40 MPH.

Why is it important to round to nearest 10 MPH?

Rounding to the nearest 10 MPH is important because it helps to simplify and standardize speed measurements. It also makes it easier to compare speeds and understand the relative differences between them.

How is rounding to nearest 10 MPH different from rounding to the nearest whole number?

Rounding to nearest 10 MPH is different from rounding to the nearest whole number because it only looks at the tens place of a number. This means that numbers that end in 1-4 will be rounded down to the nearest multiple of 10, while numbers that end in 5-9 will be rounded up to the nearest multiple of 10.

What happens if the speed is already a multiple of 10?

If the speed is already a multiple of 10, it does not need to be rounded as it is already in its nearest 10 MPH increment. For example, a speed of 50 MPH would not be rounded as it is already a multiple of 10.

How is rounding to nearest 10 MPH used in real life?

Rounding to nearest 10 MPH is used in many real-life situations, such as when driving on the highway where speed limit signs are typically in increments of 10 MPH. It is also commonly used in weather reports to report wind speeds, and in sports to measure the speed of a pitch or serve.

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