Inequality - gkquestionsguru.com

Directions (1-5): In each of the following questions, relationship between different elements is shown in the statements followed by two conclusions. Find the conclusion which is definitely true.
Give answer:

Statements:
A >B; G< D≤ E; G ≥F>B
Conclusions:
I. G ≥A
II. B< E

If only conclusion I follows.
If only conclusion II follows.
If either conclusion I or II follows.
If neither conclusion I nor II follows.
If both conclusions I and II follow.

Ans:2

I. G ≥ A (G ≥F>B<A) –> False
II. B < E (E ≥D>G ≥F>B) –> True

So, only conclusion II follow.

Statements:

A >T ≥J; A≤ S=H; I>T
Conclusions:
I. H >J
II. I >S

If only conclusion I follows.
If only conclusion II follows.
If either conclusion I or II follows.
If neither conclusion I nor II follows.
If both conclusions I and II follow

Ans:1

I. H>J (H = S ≥A>T ≥J) –> True
II. I >S (I > T < A ≤ S) –> False

So, only conclusion I follow.

Statements:
J ≥K>L<M ≥N; K≥O=T
Conclusions:
I. J >O
II. J=T

a) If only conclusion I follows.
b) If only conclusion II follows.
c) If either conclusion I or II follows.
d) If neither conclusion I nor II follows.
e) If both conclusions I and II follow.

Ans:3

J ≥K ≥ O=T
I. J > T –> False
II. J=T –> False

Since it follows either or condition; either conclusion I or II follows.

Statements:
A>T=N; A>S>R; A>M
Conclusions:
I. R<t< p=””> </t<>
II. M>R

If only conclusion I follows.
If only conclusion II follows.
If either conclusion I or II follows.
If neither conclusion I nor II follows.
If both conclusions I and II follow.

Ans:4
I. RS >R) –> False
II. M >R (M S >R) –> False

So, neither conclusion I nor II follows.

Statements:
A < B ≤ K; F < M ≤ C; C > Q
Conclusions:
I. Q ≤ F
II. F > Q

If only conclusion I follows.
If only conclusion II follows.
If either conclusion I or II follows.
If neither conclusion I nor II follows.
If both conclusions I and II follow.

Ans:4

F< M≤ C >Q

I. Q ≤ F –> False
II. F > Q –> False

So, neither conclusion I or II follows.

Directions (6-10): In the following question assuming the given statements to be true, find which of the conclusion among given five conclusions is/are definitely true and then give your answers accordingly.

Statements:
B ≤ O ≤ T = U ≤ N; N < L < M
Conclusions:
I. N = B
II. N > B

Only conclusion II follows
Both conclusion I and II follows
Either conclusion I or II follows
Neither I nor II follows
Only conclusion I follow

Ans:3

B ≤ O ≤ T = U ≤ N < L < M

I) N = B – can be true
II) N > B – can be true

Statements:
R ≤ E = I > D; D ≥ F = G
Conclusions:
I. G < E
II. R < G

Either conclusion I or II follows
Neither conclusion I nor II follows
Both conclusion I and II follows
Only conclusion I follow
Only conclusion II follows

Ans:4

R ≤ E = I > D ≥ F = G
I) G < E – True
II) R < G – False

Statements:
B ≤ I = Z ≤ F; S > F; K ≥ S
Conclusions:
I. S > B
II. K > I

Either conclusion I or II follows
Only conclusion I follow
Both conclusion I and II follows
Only conclusion II follows
Neither conclusion I nor II follows

Ans:3

B ≤ I = Z ≤ F < S ≤ K

I) S > B – True
II) K > I – True

Statements:
B ≤ I = Z ≤ F; S > F; K ≥ S
Conclusions:
I. Z > K
II. B ≥ Z

Neither conclusion I nor II follows
Only conclusion I follow
Either conclusion I or II follows
Only conclusion II follows
Both conclusion I and II follows

Ans:1

B ≤ I = Z ≤ F < S ≤ K
I) Z > K – False
II) B ≥ Z – False

10.

Statements:
L ≤ A ≥ W; W < J = U ≤ D < E; E =T ≤ O
Conclusions:
I. L ≤ U
II. W < E

Only conclusion II follows
Only conclusion I follow
Either conclusion I or II follows
Neither conclusion I nor II follows
Both conclusion I and II follows

Ans:1

L ≤ A ≥ W < J = U ≤ D < E = T ≤ O
I) L ≤ U – False
II) W < E – True

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8 thoughts on “Inequality”

Kirti
14 October 2023 at 12:56

Wonderful question
Kirti
14 October 2023 at 12:57

Wonderful question thankyou
Bikash Naik
24 November 2023 at 09:37

Wonderful question
Anonymous
4 January 2024 at 06:06

Some answers mistakes are there
Anonymous
25 April 2024 at 15:20

Best question
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Rakshitha G
24 November 2024 at 08:24

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Rakshitha G
24 November 2024 at 08:25

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8 thoughts on “Inequality”

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