CBSE CLASS 7 Math Chapter 9: Rational Numbers - Fill In the Blanks

Fill In The Blanks :-

Q1) 2/3 and -5/4 are     Rational     numbers.

Q2) The       Additive       inverse of a/f is -a/f .

Q3) The addition and multiplication of whole numbers, integers and rational numbers is       Commutative      .

Q4) Since, 1/0 is not defined, hence 0 is not     Rational number    .

Q5) Reciprocal is also known as multiplicative      Inverse      .

Q6) The number line extends     Indefinitely      on both the sides.

Q7) The      Addition     of two integers may not lead to the formation of another integer.

Q8) The multiplication of a number by its reciprocal gives     One       .

Q9) There are     Unlimited     numbers of rational numbers between two integers.

Q10) The multiplication of rational numbers is       Associative       , commutative and     Distributive   .

Q11) The addition and      Multiplication       of two whole numbers lead to the formation of another whole number.

Q12) All the positive integers excluding 0 are known as       Natural        numbers.

Q13) For any rational number a; a ÷ 0 is      Not Defined       .

Q14) Rational numbers can be represented on a     Number     line.

Q15) The rational number     0 (Zero)      is neither positive nor negative.

Q16) There are     Unlimited      number of rational numbers between two rational numbers.

Q17) -3/8 is a     Negative      rational number.

Q18) 1 is a      Positive     rational number.

Q19) The standard form of  -8/-36 is     2/7    .

Q20) The standard form of 18/-24 is      -3/4    .

Q21) On a number line, -1/2 is to the      Left     of zero (0).

Q22) On a number line, 4/3 is to the      Right      of zero (0).

Q23) Additive inverse of 2/3 is    -2/3    .

Q24) The reciprocal of     0 (zero)     does not exist.

Q25) The reciprocal of 1 is     1    .
 
Q26) The standard form of rational number –1 is    -1    .

Q27) Two rational numbers are said to be equivalent or equal, if they have the same     Simplest/Standard     form

Q28) If p/q is a rational number, then q cannot be     0 (zero)    .

Q29) If p and q are positive integers, then p/q is a     Positive      rational number and p/ - q is a     Negative     rational number

Q30)  – 1/2 is    Smaller      than 1/5.

Chapter 9 : Rational Numbers

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