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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)
Q.1. A series is given with one term missing. Choose the correct alternative from the given ones that will complete the series.
एक अनुक्रम दिया है जिसमे एक पद लुप्त है। दिए गए विकल्पों में से वह सही विकल्प चुनिए जो अनुक्रम को पूरा करेगा।
E30F, G56H, I90J, ?
A. K132O
B. K112O
C. K131L
D. K132L
Q.2. A series is given with one term missing. Choose the correct alternative from the given ones that will complete the series.
एक अनुक्रम दिया है जिसमे एक पद लुप्त है। दिए गए विकल्पों में से वह सही विकल्प चुनिए जो अनुक्रम को पूरा करेगा।
21567, 20726, 20150, 19789, 19593, ?
A. 19452
B. 19512
C. 19493
D. 19502
Q.3. A series is given with two term missing. Choose the correct alternative from the given ones that will complete the series.
एक अनुक्रम दिया है जिसमे दो पद लुप्त है। दिए गए विकल्पों में से वह सही विकल्प चुनिए जो अनुक्रम को पूरा करेगा।
Q, 3, M, 9, I, 27, ?, ?
A. E, 80
B. E, 81
C. F, 85
D. G, 81
Q.4. In a certain code language CITY is coded as 12 and JIMMY is coded as 20 then what will be code for TOY in that coding language?
एक निश्चित कोड भाषा में CITY का कोड 12 है और JIMMY का कोड 20 है तो उसी कोड भाषा में TOY का कोड क्या होगा?
A. 6
B. 26
C. 15
D. 12
Q.5. In a certain code language WILLY is coded as RDOBO then what will be code for DAVID in that code language?
एक निश्चित कोड भाषा में WILLY का कोड RDOBO है तो उसी कोड भाषा में DAVID का कोड क्या होगा?
A. WZEWR
B. ZWERW
C. ZWVWR
D. ZWEWR
Q.6. In a row, J is 8th from the left corner and B is 7th from right corner. If only C is sitting between J and B then find out what could be the minimum strength of the row?
एक पंक्ति में, J का स्थान बाएं छोर से आठवां है और B का स्थान दायें छोर से सातवाँ है। यदि इन दोनों के बीच में केवल C बैठा है तो ज्ञात कीजिए कि पंक्ति की न्यूनतम संख्या क्या हो सकती है?
A. 16
B. 8
C. 13
D. 12
Q.7. If ' * ' means subtraction , ' - ' means division , ' $ ' means addition and ' % ' means multiplication then-/यदि * का अर्थ घटाना हो, - का अर्थ भाग करने से हो, $ का अर्थ जोड़ने से हो और % का अर्थ गुणा करने से हो तो-
23 $ 13 * 16 % 28 - 14 $ 24 = ?
A. 28
B. 68
C. 38
D. None of these / इनमे से कोई नहीं
Q.8. Arrange the following words according to the dictionary order.
शब्दकोश क्रम के अनुसार निम्नलिखित शब्दों को व्यवस्थित करें।
1 .Patriot 2. Pastor 3. Patron 4. Pattern 5. Pastern
A. 5,2,3,1,4
B. 5,2,1,3,4
C. 5,2,4,1,3
D. 5,2,4,3,1
Q.9. Find the missing letter from the given alternatives.
दिए गए विकल्पों में से लुप्त अक्षर ज्ञात कीजिए।
A. Z
B. R
C. S
D. T
Q.10. In a row, K sits second to the left of J who sits 7th from right corner then find out what is the position of K from left corner?
एक पंक्ति में K, J के बाएं दूसरा बैठा है जो दायें छोर से सातवाँ बैठा है तो यह ज्ञात कीजिये कि K का स्थान बाएं छोर से क्या है?
A. 2
B. 9
C. 5
D. Data inadequate /डेटा अपर्याप्त
ANSWER-
Q.1. (D)
Q.2. (B)
Q.3. (B)
Q.4. (A)
Q.5. (D)
Q.6. (D)
Q.7. (A)
Q.8. (B)
Q.9. (B)
Q.10. (D)
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MAHENDRA GURU