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All whole numbers between 1 and 400 (=20 square).

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โˆ™ 2010-11-20 16:33:23
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Q: Which whole numbers have square roots between 1 and 20?
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Related questions

Numbers with square roots that are whole numbers?

Numbers with square roots that are whole numbers


What is the 2 consecutive whole numbers that fall in between the square root of 140?

The numbers 0 and 1 fall in between the two square roots of 140.


What is the square root of 62 in whole numbers?

The square roots of 62 are between -7 and -8 or between 7 and 8. They are nearer to ± 8. so, in whole numbers, that would be the answer.


What are rational numbers whose square roots are whole numbers called?

Rational numbers whose square roots are whole numbers are themselves whole numbers. They are called square numbers, e.g. 1, 4, 9, 16, 25 and so on.


Numbers that are square roots that are whole numbers?

Every whole number


What are two consecutive whole number that lies between square roots of 0.5?

There are no two whole numbers between -0.7 and +0.7.


Which two consecutive whole numbers does the square root of fifty five lie between?

Just check the squares of a few whole numbers. If 55 is between two of those squares, then its square root is also between the corresponding square roots.


What two whole numbers are closest to the square root of 19?

4x4=16, and 5x5=25, so 4 and 5 are the whole numbers closest to the square root of 19. [And incidentally of all the square roots of all the whole numbers between 16 and 25.]


What are two consecutive whole numbers that lie between the square root of 46?

There are many pairs of consecutive whole numbers that lie between the square roots of 46, which are approx -6.78 and +6.78. -4 and -3, for example.


Is square root are whole numbers?

Very rarely. Square roots are only whole numbers for perfect squares.


What are two consecutive whole numbers that lie between the square root of 150?

I suspect you are really asking for between which two whole numbers does the square root of 150 lie. The square root of 150 lies between 12 and 13 (mathematically: 12 < √150 < 13).


Is the square root of 7 rational?

No. Square roots of whole numbers that don't result in whole numbers (e.g. the square root of 64 is 8), are considered to be "irrational numbers".


What two consecutive whole numbers lies between the square root of 71?

The square roots of 71 are -8.43 and +8.43 (approx).So any whole numbers between -8 and +8 will satisfy the requirements. One answer: -2 and -1.The square roots of 71 are -8.43 and +8.43 (approx).So any whole numbers between -8 and +8 will satisfy the requirements. One answer: -2 and -1.The square roots of 71 are -8.43 and +8.43 (approx).So any whole numbers between -8 and +8 will satisfy the requirements. One answer: -2 and -1.The square roots of 71 are -8.43 and +8.43 (approx).So any whole numbers between -8 and +8 will satisfy the requirements. One answer: -2 and -1.


Does a square root have to be a whole number?

No, a square root doesn't have to be a whole number. The square root of 2.25 is 1.5. It could be said that most square roots are not whole numbers. Take just the first few integers (counting numbers). Find the square roots of the numbers 1 through 10 and you'll find three of the numbers have whole number square roots (1, 4 and 9). The other seven don't. For the numbers 11 through 20, there is only 1 number with a whole number square root (16).


The Square root of 47 is between which two whole numbers?

To figure this out, I always start with square roots I know, and that are close to 47. So, first, I would figure out that the square root of a number such as 36 is 6. The square root of 49 is 7. Now, since there are no other whole numbers between 6 and 7, and the square root of 47 falls between the square root of 36 and 49, we can say that the square root of 47 is between the whole numbers 6 and 7.


What is a rational numbers whose square roots are whole numbers?

They are perfect squares.


Is there any square numbers between 70 and 80?

No, there aren't any square numbers between 70 and 80. From 70 to 80, no number has a perfect square root, so no square number exists between 70 to 80.


What is the difference between perfect and nonperfect square roots?

Perfect square roots are square roots that have a whole number that can go into it perfectly. Nonperfect square roots are square roots that have decimal numbers going into it. Example: Perfect Square Root: 144- Square Root: 12 Nonperfect Square Root: 24- Square Root: About 4.89


What types of numbers have whole number square roots?

They are the perfect squares.


What are numbers with with square roots that are a whole number called?

perfect squares


What are numbers with square roots that are whole numbers?

They are called perfect squares.


What is the square root of -92 to the nearest whole number?

Square roots of negative numbers are imaginary.


What are two consecutive whole numbers that lie between the square root of 82?

The square roots of 82 are -9.055 and 9.055. So two consecutive whole numbers that lie between the square roots of 82 are any consecutive numbers from the set {-9, -8, -7, -6, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, 6, 7, 8, 9}


What is the two whole numbers of the square root of twenty three?

twenty three has no square root but it will be in between 4 squared and 5 squared but more towards the 5. also there is + and - square roots such as the two square roots of 9 are +3 and -3. - times - = + and + times + = +.


What is the square root of any whole number?

The square root of a positive whole number, N, is a number which, when multiplied by itself equals N. If N = 0 then the square root is also 0. If N is greater than 0 there will be two such numbers: one positive and the other its negative equivalent. If N is a perfect square the square roots will, themselves, be whole numbers. Otherwise, they will be irrational numbers. If N is a whole number less than 0 then there are no real square roots. Although there are square roots in the complex field, the fact that you ask this question is indicative that you are not yet ready to tackle complex numbers.