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CBSE Questions for Class 8 Maths Rational Numbers Quiz 3 - MCQExams.com

Which of the following statements is incorrect, if a,b,c and d are any rational numbers?
  • ab+cd=cd+ab
  • ab×cd=cd×ab
  • abcd=cdab
  • none of these
Fill the blank spaces: \dfrac {2}{8} + ......= \dfrac {-1}{6} + .......
  • \dfrac {-1}{6}, \dfrac {2}{8}
  • \dfrac {1}{6}, \dfrac {-2}{8}
  • \dfrac {2}{8}, \dfrac {-1}{6}
  • \dfrac {1}{6}, \dfrac {2}{8}
Find the missing value: \dfrac {-4}{7} + \dfrac {-7}{11} = \dfrac {-7}{11} + .....
  • \dfrac {-4}{7}
  • \dfrac {-7}{4}
  • \dfrac {-7}{11}
  • \dfrac {7}{11}
Fill the blank spaces: \dfrac {4}{-9} \times ..... = \dfrac {7}{6} \times ....
  • \dfrac {-4}{9}, \dfrac {7}{6}
  • \dfrac {4}{-9}, \dfrac {7}{6}
  • \dfrac {7}{6}, \dfrac {4}{-9}
  • \dfrac {7}{6}, \dfrac {7}{6}
Fill the blank spaces: ....... + \dfrac {3}{7} = ...... + \dfrac {3}{8}
  • \dfrac {3}{7}, \dfrac {3}{8}
  • \dfrac {3}{8}, \dfrac {3}{7}
  • \dfrac {8}{3}, \dfrac {8}{7}
  • \dfrac {8}{3}, \dfrac {7}{3}
The missing value in ........ + \dfrac {2}{7} = \dfrac {2}{7} + \dfrac {-11}{13} is
  • \dfrac {2}{7}
  • \dfrac {-11}{13}
  • \dfrac {-2}{7}
  • \dfrac {11}{13}
......... are associative for rational numbers.
  • Multiplication and addition
  • Multiplication and subtraction
  • Division and subtraction
  • Division and addition
Find the missing value: -61 + ....... = \dfrac {2}{3} + (-61)
  • 61
  • -6
  • \dfrac {2}{3}
  • \dfrac {-2}{3}
Find the missing value: \dfrac {-5}{6} + \dfrac {19}{11} = ..... + \dfrac {-5}{6}
  • \dfrac {19}{11}
  • -\dfrac {19}{11}
  • \dfrac {5}{6}
  • \dfrac {-5}{6}
Simplify using commutative and associative property :
\dfrac {2}{9} + \dfrac {-3}{5} + \dfrac {1}{3}
  • \dfrac {10}{18}
  • \dfrac {-2}{45}
  • \dfrac {2}{45}
  • \dfrac {2}{27}
Fill in the blank: (-12) + \left (4 + \dfrac {1}{8}\right ) = [(-12) + .....] + \dfrac {1}{8}
  • (-12)
  • 4
  • 1
  • \dfrac {1}{8}
Fill in the blank: \left (-\dfrac {1}{3}\right ) + \left [\left (\dfrac {-4}{3}\right ) + \dfrac {3}{7}\right ] = \left [\left (\dfrac {-1}{3}\right ) + ..... \right ] + \dfrac {3}{7}
  • \dfrac {-1}{3}
  • \dfrac {-4}{3}
  • \dfrac {3}{7}
  • \dfrac {-3}{7}
Simplify using commutative and associative property :
 \left [\dfrac {2}{5} + \dfrac {5}{7} + \dfrac {-12}{5}\right ]
  • -2\dfrac {5}{7}
  • \dfrac {9}{7}
  • \dfrac {-7}{9}
  • \dfrac {-9}{7}
Which property is depicted by \dfrac {1}{2} \times \left (6\times \dfrac {4}{3}\right ) = \left (\dfrac {1}{2} \times 6 \right )\times \dfrac {4}{3}?
  • Commutative
  • Closure
  • Associative
  • Distributive
Fill in the blank: \dfrac {2}{3} \times \left (-6 \times \dfrac {4}{5}\right ) = [ ..... \times -6] \times ....
  • \dfrac {2}{3}, \dfrac {4}{5}
  • \dfrac {-4}{5}, \dfrac {2}{3}
  • \dfrac {-2}{3}, \dfrac {-4}{5}
  • -6, -6
The value of \dfrac {4}{5} + \dfrac {2}{3} + \dfrac {2}{5} is
(Use associative and commutative properties)
  • \dfrac {28}{15}
  • \dfrac {15}{26}
  • \dfrac {10}{15}
  • \dfrac {2}{3}
Simplify using associative property : 
\dfrac {-11}{7}\times \dfrac {4}{14}\times \dfrac {21}{33}
  • 1
  • -1
  • \dfrac {-2}{7}
  • \dfrac {2}{7}
................. are not associative for rational numbers.
  • Addition and multiplication
  • Subtraction and multiplication
  • Subtraction and division
  • Addition and division
........... is the only rational number which is equal to its additive inverse.
  • 1
  • -1
  • 0
  • \dfrac {1}{2}
................. is the additive inverse of \dfrac {-p}{q}, where \dfrac {-p}{q} is a rational number.
  • \dfrac {p}{q}
  • \dfrac {p}{-q}
  • \dfrac {-p}{q}
  • \dfrac {q}{p}
For any integer a, its additive inverse is ..........
  • -a
  • a
  • \dfrac {1}{a}
  • \dfrac {-1}{a}
The multiplicative identity for integers is .....
  • 0
  • -1
  • 1
  • None of these
The sum of an integer and its additive inverse is always .........
  • 1
  • -1
  • 0
  • 2
............ is the additive inverse of \dfrac {-3}{11}.
  • \dfrac {-3}{11}
  • \dfrac {11}{3}
  • -1
  • \dfrac {3}{11}
The additive inverse of \dfrac {2}{7} is ..........
  • \dfrac {2}{7}
  • \dfrac {-2}{7}
  • \dfrac {7}{2}
  • \dfrac {-7}{2}
The additive inverse of 6 is .........
  • 6
  • -6
  • 0
  • 1
Find using additive inverse property, what should be added to \dfrac {-1}{3}, so that the sum is zero ?
  • \dfrac {-1}{3}
  • \dfrac {1}{3}
  • 1
  • 0
The product of ........... and any rational number is the rational number itself.
  • 1
  • -1
  • 0
  • the given rational number
Which of the following number lines, represents rational numbers?
  • All of the above
Which of the following rational number does not have a reciprocal?
  • 1
  • -1
  • 0
  • none
0:0:1


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