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Order the numbers from smallest to largest:

\large \mid4\mid,\sqrt{9},-3,\mid-5\mid,-3^2,2^3

Reorder answers
1.
\large -3

Reorder answers
2.
\large -3^2

Reorder answers
3.
\large \sqrt{9}

Reorder answers
4.
\large \mid4\mid

Reorder answers
5.
\large \mid-5\mid

Reorder answers
6.
\large 2^3

Respuesta :

The rational numbers ordered from smallest to largest are given as follows:

-3², -3, sqrt(3), 4, 5, 2³.

What are rational numbers?

Rational numbers are numbers that can be represented by fractions, such as integers and terminating or repeating decimals.

They are ordered as follows:

negative infinity, ..., -5, ..., -3, ..., 0, ..., 3, ..., 5, ..., positive infinity.

That is, large negative are the smallest, and large positives are the greatest.

For this problem, the numbers are given as follows:

  • 4.
  • sqrt(9) = 3.
  • -3.
  • 5.
  • -3² = -9(as it is not inside the parenthesis, only 3 is squared and the negative sign stays).
  • 2³ = 8.

Hence the ordering, from least to greatest, of the numbers is given as follows:

-3², -3, sqrt(3), 4, 5, 2³.

More can be learned about rational numbers at brainly.com/question/12088221

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