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Question

Given below are two columns - Column $$I$$ and Column $$II$$. Match each item of Column $$I$$ with the corresponding item of Column $$II$$
Column $$I$$Column $$II$$
(i) The difference of two consecutive whole numbers(a) Odd
(ii) The product of two non-zero consecutive whole numbers(b) $$0$$
(iii) Quotient when zero is divided by another non-zero whole number(c) $$3$$
(iv) $$2$$ added three times, to the smallest whole number(d) $$1$$
(v) Smallest odd prime number(e) $$6$$
(f) Even

A
(i)-(d)
(ii)-(f)
(iii)-(b)
(iv)-(e)
(v)-(c)
Solution
Verified by Toppr

Correct option is A.
(i)-(d)
(ii)-(f)
(iii)-(b)
(iv)-(e)
(v)-(c)

(i) Let two consecutive whole numbers be $$2$$ and $$3$$
difference $$= 3 - 2 = 1 $$
Hence, difference of two consecutive whole numbers always $$1$$

(ii) Consider two non-zero consecutive whole number numbers $$3$$ and $$4$$
product of $$3$$ and $$4$$ is $$= 3 \times 4 = 12$$ which is even
Hence , the product of any two non-zero consecutive whole numbers is an even number.

(iii) Quotient when zero is divided by another non-zero whole number is always $$0$$.
For example: (a) $$\dfrac{0}{3} = 0$$

(b) $$\dfrac{0}{4} = 0$$

(iv) $$2$$ added three times, to the smallest whole number.
Smallest whole number $$= 0$$
$$\therefore$$ $$0 + (2 + 2 + 2) = 0 + 6$$
$$= 6$$

(v) Smallest odd prime number is $$3$$

$$\textbf{Hence , the matching of column I with column II is:}$$

Column I Column II
(i) (d) $$1$$
(ii) (f) even
(iii) (b) $$0$$
(iv) (e) $$6$$
(v) (c) $$3$$

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