Math Practice 101
Homework Explained - Math Practice 101

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Grade 8 HMH Go Math - Answer Keys
Chapter 1: Real Numbers; Lesson 2: Sets of real Numbers


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Guided Practice

Write all names that apply to each number.

  • Question 1 (request help)

    \(\large\frac{7}{8}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 2 (request help)

    \(\sqrt{36}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 3 (request help)

    \(\sqrt{24}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 4 (request help)

    0.75
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 5 (request help)

    0
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 6 (request help)

    \(-\sqrt{100}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 7 (request help)

    \(5.\overline{45}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 8 (request help)

    \(-\large\frac{18}{6}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers

Tell whether the given statement is true or false. Explain your choice.

  • Question 9 (request help)

    All whole numbers are rational numbers.
    • True
    • False
  • Question 10 (request help)

    No irrational numbers are whole numbers.
    • True
    • False

Identify the set of numbers that best describes each situation. Explain your choice.

  • Question 11 (request help)

    the change in the value of an account when given to the nearest dollar
    • Real Numbers
    • Rational Numbers
    • Integer Numbers
    • Whole Numbers
    • Irrational Numbers
  • Question 12 (request help)

    the markings on a standard ruler
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers

ESSENTIAL QUESTION CHECK-IN

  • Question 13 (request help)

    What are some ways to describe the relationships between sets of numbers?

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