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The closets number to the square root of 54 is √54

√54 = 7.348...

→ The closest WHOLE number to the square root of 54 is 7.

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Lvl 2

Which number is closer to the square root of 54 a(7.7 b(8

c(7.3 D(8.3

Lvl 1

good response ?

The closest number is sqrt(54), of course!

Lvl 2

What is the two closest numbers to √54

Q: What is the closest number to the square root of 54?

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The square root of 2916 is 54.

They are 7 and 8

5 times the cube root of 54 = 18.8988157

The area of a square is 54 centimeters? That is impossible! The centimeter is a measurement of length. But a square containing 54 square centimeters would have sides of 7.348469 cm.

5625 = 54So the 4th root of 54 would be 5.You can find this by going to your calculator and typing in 625^(1/4), and you should end up with 5. Another way to think about this is what number times itself 4 times is 625.

Related questions

No.

No, nor is it a real number. The square root of minus 54 is equal to the square root of plus 45, times i.

The square root of 54 is ~7.35

Example: The square root of 54 The square root of 54 is not an integer, since 54 is not a perfect square. The square root of 54 will be between 7 and 8, since 54 is between 49 and 64. Since 54 is closer to 49 than it is to 64, the square root will be closer to 7 than 8. I'd estimate the square root of 54 to be approximately 7.35 The actual square root is plus or minus 7.3484692 To simplify a square root, search for any factors greater than one that are perfect squares. Since 54 = 9 x 6, the square root of 54 equals the square root of 9 x 6 equals the square root of 9 times the square root of 6. The square root of 9 is 3, so the square root of 54 simplified is 3 times the square root of 6.

54 cubed = 54 x 54 x 54 =157464 and hence square root of 157464 is 396.817

The square root of 2916 is 54.

2 square root 27

Rounded to two decimal places, sqrt(54362) = Â±233.16

x^2 = 54; take the square root of both sides, so x = +/- square root of 54 , or simplified is +/- 3 times square root of 6.

7.34846923

No.

54