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5.7 squared is 32.49 and 5.72 squared is 32.7184.

Therefore the square root of number between 32.49 and 32.7184 is between 5.7 and 5.72 and probably irrational. One example is the square root of 32.6 which is about 5.70964...

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Q: Describe an irrational number that is bigger than 5.7 but smaller than 5.72?

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There are an infinite number of them. One of them is[ the square root of(0.0000000100001) ]

anything that starts with 5.1... and goes on forever without repeating such as 5.17487568454857563475678578574384754 =)

It is bigger

The sum of a rational and irrational number must be an irrational number.

rational * irrational = irrational.

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There are an infinite number of them. One of them is[ the square root of(0.0000000100001) ]

Nothing special happens. The answer can be smaller or bigger. A rational can become irrational or the other way around.

anything that starts with 5.1... and goes on forever without repeating such as 5.17487568454857563475678578574384754 =)

No, it is smaller. Bigger number- smaller number = + number 2-1.8 = 0.2

Positive rational = 0.0000000001Positive irrational = 0.0000000001*pi

1.Find the ratio of the two numbers 2. Subtract the smaller number from the bigger number

if you want to subtract a bigger number from a smaller one, first subtract smaller number from bigger one add negative sign in front of answer you got

It is bigger

The number is bigger.

there are infinitely many positive rational and irrational numbers smaller than .0001. Try .00001. Or how about π/100000.

the higher the number the bigger the spindal

no