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Choose all the sets containing the number –1.576


whole numbers

integers

rational numbers

irrational numbers

real numbers

Respuesta :

nobillionaireNobley
-1.576 is not a whole number because whole numbers don't have decimal parts.

-1.567 is not an integer because integers don't have decimal parts.

-1.567 is a rational number because it is terminating.

-1.567 is not an irrational number because it is terminating.

-1.567 is a real number because it does not contain any imaginary part.
jayilych4real

All the sets that contain the number –1.576 are:

  • C. Rational numbers
  • E. Real numbers

What is a Rational Number?

This refers to the type of number in mathematics that is expressed as a ratio of two integers with the condition that the denominator should NOT be equal to zero.

Hence, we can see that the number –1.576, it cannot be a whole number as it contains decimals, but it is a rational and real number because it is terminating and does not contain any imaginary part.

Read more about rational numbers here:

https://brainly.com/question/12088221

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