Reasoning inequality question
প্রিয় পাঠক, ব্যাঙ্কিং পরীক্ষার উপযোগী ব্যাঙ্কিং রিজনিং ইনইকুয়ালিটি (Reasoning inequality questions)প্রশ্ন এখানে দেওয়া হলো।
ব্যাঙ্কিং রিজনিং-ইনইকুয়ালিটি-সেট -১
Directions: (1-10)- In the given questions, assuming the given statements to be true. Find which of the given four conclusions numbered i, ii, iii, iv is/are definitely true & give your answer accordingly.
1)Statement:
P > Q ≤C ≤B = M > D
Conclusions:
i) M >Q ii) D ≤ Q iii) M=Q iv) C>D
A) all is true
B) only iii is true
C)Only either i or iii is true
D)Only ii & I are true
E) only ii is true
2)Statement:
M > H ≤ Y ≤ R < U = Z ≥E
Conclusions:
i) M >R ii) Z ≤ R iii) R>E iv) Z>H
A) only I & iii are true
B) only iv is true
C)only either i or iii is true
D)none is true
E) only ii & ii are true
3)Statement:
S > M ≥ D > H ≤ R ≤T < W
Conclusions:
i. S >H ii) W > H iii) R<W iv) M>T
A) only i,ii & iii are true
B) only iii is true
C)only either i & iii is true
D)none is true
E) only ii & i are true
4)Statement:
A ≥ B > X, W ≤ R <C, W=X
Conclusions:
i) R ≥ X ii) B > W iii) X<C iv) A>W
A) only i &ii are true
B) only ii is true
C) only either i & iii is true
D)none is true
E) all are true
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5)Statement:
B ≤U, E ≥U, E>V ≥L
Conclusions:
i) E ≥B ii) E≥L iii) U >V iv) B ≥ L
A) only i, ii & iii are true
B) only ii is true
C) only i & iii is true
D) only i is true
E) only ii & i are true
6)Statement:
T > O, S>R ≤F, U ≤ F, S≤O
Conclusions:
i) T >S ii) O > R iii) O≥U iv) F≥U
A) Only i & iii are true
B) only i,ii & iv are true
C) Only i & ii are true
D) None is true
E) only ii & iv are true
7)Statement:
N ≤Q, R>P=N, S >T ≥R
Conclusions:
i. S >N ii) S ≥P iii) R >Q iv) Q ≤P
A) only i is true
B) only iii is true
C) only ii is true
D) none is true
E) all are true
8)Statement:
R <P >N, T≤Q, T=N
Conclusions:
i) R >T ii) P ≥Q iii) R<N iv) Q≥N
A) only i,ii & iii are true
B) only iii is true
C) only iv
D) none is true
E) only ii & i are true
9) Statement:
M >U >L ≤N, L ≥Y>A
Conclusions:
i. Y <N ii) M> N iii) N=Y iv) M>A
A) only i ,ii & iii are true
B) only i & either i or iii is true
C)only either i or iii is true
D) none is true
E) only ii & i are true
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10)Statement:
J ≥ A >D = E, L <A <M
Conclusions:
i. M <J ii) J> L iii) D >L iv) E <M
A) only i,ii & iii are true
B) only iii is true
C) only ii & iv true
D) none is true
E) only ii & i are true
ANSWER :
1.C) We can not compare D & Q, C & D
So, ii & iv are not true
i & iii are complementary pair
2.B) We cannot compare
& R, R & Z, R & E
Z>H is true
3.A) We cannot compare M & T
4.E) Combination
A ≥ B >X = W ≤R <C
5.D) Combination
B ≤ U ≤ E >V ≥L
6.B) Combination
T > O ≥ S >R ≤F ≥U
7.A) Combination
S >T ≥R >P =N ≤Q
8.C) Combination
R<P>N=T≤Q
We cannot compare
R& T, P& Q, R & N
9.B) Combination
M> U > L ≥ Y >A
A <Y ≤ L ≤N
10.C) Combination
M>A>D=E
J≥A<M J≥A>L L<A>D
Directions: (11-15) – In these questions, a relationship between different elements is shown in the statements. The statements are followed by two conclusions. Give answer
a) If only conclusion I is true
b) If only conclusion II is true
c)If either conclusion I or II is true
d)if neither conclusion I nor II b is true
e) If both conclusions I & II are true
11)Statement:
D≥G=E, W< L ≤ E
Conclusions:
I) G >L II) D > W
12)Statement:
N=K ≥ L, E > P ≤ R, L= R
Conclusions:
I) k ≥ P II) E > N
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13)Statement:
C ≤ D > S, T = Q ≥ N > S
Conclusions:
I) C < Q II) N ≥ D
14)Statement:
T ≥ P = U ≤ M, L ≥ W ≥ D = T
Conclusions:
I) L > P II) W > U
15)Statement:
H < N = K ≥ D, D < S = M
Conclusions:
I) S > H II) M < K
ANSWEER:
11.b)
Combination D ≥ G = E ≥ L > W
We can’t compare G ≥ L is true.
Hence conclusion I is not true
12.a)
Combination N = K ≥ L = R ≥ P < E
We cannot compare E & N.
Hence conclusion II is not true
13.d)
Combination C ≤ D > S < N ≤ Q = T
We cannot compare C & Q, N & D
14.e)
Combination L ≥ W > D = T ≥ P = U ≤ M
15.d)
Combination H < N = K ≥ D < S = M
We cannot compare S & H
