Number Sets and Operations Quiz

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Questions and Answers

What is the decimal representation of the rational number 1/3?

  • 0.333
  • 0.3
  • 0.333... (correct)
  • 0.33

Which of the following statements is true about the set of integers that are multiples of 5?

  • All multiples of 5 are divisible by 10. (correct)
  • All multiples of 5 are divisible by 25.
  • All multiples of 5 are even numbers.
  • All multiples of 5 are odd numbers.

What is the final temperature measured after the temperature changes are applied?

  • -10°C (correct)
  • -20°C
  • 10°C
  • 17°C

Flashcards

Real numbers between 0 & 10

There are an infinite number of real numbers in the interval from 0 to 10.

Rational numbers

A rational number can be expressed as a fraction, where both numerator and denominator are integers.

Common numbers in sets

There are no common numbers between Set C (multiples of 3) and Set D (multiples of 5).

Final temperature calculation

The final temperature after varying changes is -10áµ’ C.

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Students in school clubs

18 students are members of the school club but not the environmental club.

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Study Notes

Number Sets

  • There are infinitely many real numbers between 0 and 10.
  • A rational number can be expressed as a fraction.

Number Sets

  • A rational number can be expressed as a fraction.

Number Sets

  • There are no common numbers between Set C and Set D.

Powers

  • 350,000 is equivalent to 35 x 10,000

Powers

  • The provided information does not provide sufficient context to determine the answers for Squares or Triangles.

Powers

  • Insufficient data provided to determine the least value expression.

Number Sense and Operations

  • The provided information does not show the equivalent rational number.

Number Sense and Operations

  • Starting temperature: 7°C
  • Temperature changes: -13°C, +4°C, -9°C, +1°C
  • Final temperature: 7 + (-13) + 4 + (-9) + 1 = -20°C

Number Sense and Operations

  • Total students: 42
  • Students in a school club: (6/7) * 42 = 36
  • Students in environmental club: (1/4) * 36 = 9
  • Students in a school club but not environmental club: 36 - 9 = 27 students

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