Dear Readers,
As SSC GD/CPO/CHSL notification is out and candidates have started their preparation for this exam. Mahendras also has started special quizzes for this examination. This series of quizzes are based on the latest pattern of the SSC GD/CPO/CHSL examination. Regular practice of the questions included in the quizzes will boost your preparations, and it will be very helpful in scoring good marks in the examination.
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)
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)
Question 1 Select the option that is related to the third letter-cluster in the same way as the second letter cluster is related to the first letter-cluster.
उस विकल्प का चयन करें जो तीसरे अक्षर-समूह से उसी तरह संबंधित है जैसे दूसरा अक्षर-समूह पहले अक्षर-समूह से संबंधित है।
DFHJ : MOQS :: CGGK : ______
A NQQT
B NPPT
C LPPT
D LQQT
Question 2 Which number will replace the question mark (?) in the following series?
निम्नलिखित श्रृंखला में प्रश्न चिन्ह (?) को कौन-सी संख्या प्रतिस्थापित करेगी?
4, 16, 36, 64, 100, 144, 196, ?
A 284
B 225
C 256
D 246
Question 3 Select the option figure which contains figure X embedded in it as its part. (Rotation is not allowed)
उन विकल्प आकृति का चयन करें, जिसमें उसके भाग के रूप में आकृति X सन्निहित है। (रोटेशन की अनुमति नहीं है)
Question 4 Which number will replace the question mark (?) in the following series?
निम्नलिखित श्रृंखला में प्रश्न चिन्ह (?) को कौन-सी संख्या प्रतिस्थापित करेगी?
2, 6, 14, 30, 62, ?
A 98
B 134
C 122
D 126
Question 5 Three of the following four words are alike in a certain way and one is different. Pick the odd word out.
निम्नलिखित चार शब्दों में से तीन एक निश्चित तरीके से एक जैसे हैं और एक अलग है। वह विषम शब्द ज्ञात कीजिए।
A Nib
B Rink
C Pitch
D Arena
Question 6 M is the brother of N. N is the brother of P. Q is the father of M. Based on these statements, which of the following statements cannot be definitely true?
M, N का भाई है। N, P का भाई है। Q, M का पिता है। इन कथनों के आधार पर, निम्नलिखित में से कौन-सा कथन निश्चित रूप से सत्य नहीं हो सकता है?
A N is the son of Q
B N is the brother of M
C P is the brother of M
D M is the brother of P
Question 7 ‘Man’ is related to 'Mammal’ in the same way as ‘Rat’ is related to ‘_________’.
आदमी' का संबंध उसी प्रकार 'स्तनपायी' से है, जैसे 'चूहा' का संबंध '________' से है।
A Reptile
B Rodent
C Mice
D Burrow
Question 8 Select the set in which the numbers are related in the same way as are the numbers of the following set.
उस सेट का चयन करें जिसमें संख्याएँ उसी तरह से संबंधित हैं जैसे कि निम्नलिखित सेट की संख्याएँ हैं।
(6, 36, 1296)
A (7, 49, 2409)
B (10, 100, 5000)
C (3, 9, 81)
D (4, 16, 64)
Question 9 Three different positions of the same dice are shown. Which alphabet will appear on the opposite surface on which alphabet P appears?
एक ही पासे के तीन अलग-अलग स्थितियां दिखाई गई हैं। जिस सतह पर P अक्षर दिखाई देता है उसके विपरीत सतह पर कौन-सा वर्ण दिखाई देगा?
A X
B T
C Z
D S
Question 10 Select the letter cluster that will come next in the following series.
निम्नलिखित श्रृंखला में आने वाले अलगे अक्षर समूह का चयन करें।
LVD, OTF, RRH, ?, XNL
A TQJ
B TPJ
C UPJ
D UQI
Answer:-
Q 1-Answer: C
Q 2-Answer: C
Q 3-Answer: D
Q 4 -Answer: D
Q 5 -Answer: A
Q 6 -Answer: C
Q 7-Answer: B
Q 8 -Answer: C
Q 9 -Answer: C
Q10 -Answer: C
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MAHENDRA GURU