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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1.2 Independent Practice

Write all names that apply to each number. Then place the numbers in the correct location on the Venn diagram.

  • Question 14 (request help)

    \(\sqrt{9}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 15 (request help)

    257
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 16 (request help)

    \(\sqrt{50}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 17 (request help)

    \(8\large\frac{1}{2}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 18 (request help)

    16.6
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 19 (request help)

    \(\sqrt{16}\)
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers

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

  • Question 20 (request help)

    the height of an airplane as it descends to an airport runway
    • Real Numbers
    • Rational Numbers
    • Integers
    • Whole Numbers
    • Irrational Numbers
  • Question 21 (request help)

    the score with respect to par of several golfers: 2, – 3, 5, 0, – 1
    • Real Numbers
    • Rational Numbers
    • Whole Numbers
    • Integers
    • Irrational Numbers
  • Question 22 (request help)

    Critique Reasoning Ronald states that the number \(\large\frac{1}{11}\) is not rational because, when converted into a decimal, it does not terminate. Nathaniel says it is rational because it is a fraction. Which boy is correct? Explain.
    • Ronald
    • Nathaniel

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