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Pythagorean Triples

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Q: What are whole numbers that satisfy the pythagoreartheorm called?
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Related questions

What is numbers that multiplies to get 32 but adds up to get 14?

There are no whole numbers that satisfy your request.


What mltiplies to -226 and adds to -5?

-231


What is a pathagorean triple?

the pathagorean triple is when 3 whole numbers satisfy the pathagorean therom.


What two numbers multiply together to equal 15 and add together to equal 7?

22


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.


Is the product of two whole numbers called a multiple?

The result of multiplying two whole numbers is called a product. It is a multiple of each of the whole numbers.


Does every infinite set of whole numbers satisfy the closure property for addition?

No. Consider the set of odd integers.


What are numbers called in between whole numbers?

Fractions.


What are the numbers called to the left of the decimal?

whole numbers


What two number multiply 23 and add 16?

There aren't any whole numbers that satisfy these conditions. The only numbers that multiply to 23 are 23 and 1.


What adds to be 2 and mulitiplys to be 3?

There are no whole numbers that satisfy those conditions. If that was -3, you could use 3 and -1.


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.