Question 151 Given below are two coloumns - Column I and Column II- Match each item of Column I with the corresponding item of Column II- beginarray 111 -Column I- - -Column i-The difference of two consecutive-a-OddN - -whole numbers-Nlhlineii-The product - of - two non-zero-b - 0 1 -consecutive whole numbers-Illhlineiii-Quotient - when - zero is divided - by - c - 3 -another non-zero whole number-Illhlineiv-2 added three times- to the smallest-d-1-whole number- lllhlinev-Smallest odd prime number-e-6Nhline -f-Evenlllhline array

(i) → (d) Since, the difference of two consecutive whole numbers is always 1. (ii) → (f) Since, the product of two non zero consective whole numbers is always e ...

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Standard VI

Mathematics

Factors of a Number

Question 151 ...

Question

Question 151
Given below are two coloumns - Column I and Column II. Match each item of Column I with the corresponding item of Column II.
$\begin{matrix} C o l u m n I & C o l u m n I I (i) & T h e d i f f e r e n c e o f t w o c o n s e c u t i v e & (a) & O d d w h o l e n u m b e r s (i i) & T h e p r o d u c t o f t w o n o n - z e r o & (b) & 0 c o n s e c u t i v e w h o l e n u m b e r s (i i i) & Q u o t i e n t w h e n z e r o i s d i v i d e d b y & (c) & 3 a n o t h e r n o n - z e r o w h o l e n u m b e r (i v) & 2 a d d e d t h r e e t i m e s, t o t h e s m a l l e s t & (d) & 1 w h o l e n u m b e r (v) & S m a l l e s t o d d p r i m e n u m b e r & (e) & 6 (f) & E v e n \end{matrix}$

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Solution

(i) $\to$ (d)
Since, the difference of two consecutive whole numbers is always 1.
(ii) $\to$ (f)
Since, the product of two non-zero consective whole numbers is always even.
(iii) $\to$ (b)
If zero is divided by another non-zero whole number, the quotient will always be zero.
(iv) $\to$ (e)
2 added three times, to the smallest whole number i.e
$(2 \times 3) + 0 = 6 + 0 = 6$
(v) $\to$ (c)
Since, the smallest odd prime number is 3.

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Question 151
Given below are two coloumns - Column I and Column II. Match each item of Column I with the corresponding item of Column II.
$\begin{matrix} Column I & Column II (i) & The difference of two consecutive & (a) & Odd whole numbers (ii) & The product of two non-zero & (b) & 0 consecutive whole numbers (iii) & Quotient when zero is divided by & (c) & 3 another non-zero whole number (iv) & 2 added three times, to the smallest & (d) & 1 whole number (v) & Smallest odd prime number & (e) & 6 (f) & Even \end{matrix}$

Q. Given below are Matching type questions, with two columns(each having some items) each.Each item of column

I

has to be matched with the items of column

I I

, by enclosing the correct match.
Note

:

An item of column

I

can be matched with more than one items of column

I I

.All the items of column

I I

have to be matched.

Q. Given below are Matching Type Questions, with two columns(each having some items) each.Each item of column

I

has to be matched with the items of column

I I

, by encircling the correct matches:
Note:An item of Column

I

can be matched with more than one items in Column

I I

.All the items of Column

I I

have to be matched.

Q. Given below are Matching type questions,with two columns(each having some items) each.Each item of Column

I

has to be matched with the items of Column

I I

, by encircling the correct match(es).
Note:An item of column

I

can be matched with more than one item of column

I I

.All the items of column

I I

have to be matched.
Observe the following columns:

Question 4
Match the items of Column I with those given in Column II:
$\begin{matrix} C o l u m n I & C o l u m n I I F o o d c o m p o n e n t s & P r o d u c t (s) o f d i g e s t i o n C a r b o h y d r a t e s & F a t t y a c i d s a n d g l y c e r o l P r o t e i n s & S u g a r F a t s & A m i n o a c i d s \end{matrix}$

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