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Additive Identity

What is the q...

Question

What is the quotient, when a non-zero rational number is divided by its additive inverse?

A

0

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B

1

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C

-1

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D

2

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Solution

The correct option is C -1

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Q. Fill in the blank:
The quotient when a rational number is divided by its additive inverse is ________

Q. For any rational number

\frac{a}{b}

, its additive inverse is ..........

Q. For every non-zero rational number

\frac{a}{b}

there exists a rational

\frac{c}{d}

\frac{a}{b} \times \frac{c}{d} = 1

, then the rational number

\frac{c}{d}

Q. (1) Simplify (Using the suitable properties of operations):

(i) 75 × 88 + 75 × 12
(ii) 702 × 5 × 20

(2) Fill in the blanks:
(i) Each of the two rational numbers whose sum is zero is called the ........ or ....... of the other.
(ii) Each of the two rational numbers whose product is .......... is called the multiplicative inverse of the other.
(iii) When any non-zero rational number is divided by itself, the quotient is ........ .
(iv) There are .......... rational numbers between any two rational numbers.

When 0 is divided by a non zero integer the quotient is

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