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. Find the odd word from the given alternatives.
दिए गए विकल्पों में से विषम शब्द को चुनिए।
A. RPNL
B. KIGE
C. YWUS
D. VTRO
Q-2. Find the odd word from the given alternatives.
दिए गए विकल्पों में से विषम शब्द को चुनिए।
A. Oral
B. Verbal
C. Word
D. Expressional
Q.3. How many such pairs of letters are there in the word 'NUMBER' each of which has as many letters between them in the word as they have between them in the English alphabet?
शब्द 'NUMBER' में अक्षरों को ऐसे कितने युग्म है जिनमें से प्रत्येक के बीच शब्द में उतने ही अक्षर है जितने कि अंग्रेजी वर्णमाला में उनके बीच होते है?
A. One
B. Two
C. Three
D. None
Q.4. Choose that set numbers from the four alternatives sets, that is similar to the given set.
दिये गये चार विकल्पों के सेट से उस संख्याओं के सेट को चुनना है जो कि दिये सेट में समान है।
Given set: /दिया गया समुच्चय : (17, 54 , 72)
A. (6, 21, 26)
B. (9, 30, 40)
C. (5, 13, 19)
D. (8, 27, 32)
Q.5. Select the related letters/word/number from the given alternatives.
दिए गए विकल्पों में से संबंधित अक्षर / शब्द / संख्या को चुनिए।
life : vuro :: fear : ?
A. iizu
B. izvu
C. izuv
D. izau
Q.6. Select the related word/letter/number from the given alternatives.
दिए गए विकल्पों में से सम्बन्धित शब्द/अक्षर/संख्या को चुनिए।
PENCIL : 24 :: HONESTY : ?
A. 28
B. 32
C. 24
D. 22
Q.7. Select the related letters/word/number from the given alternatives.
दिए गए विकल्पों में से संबंधित अक्षर / शब्द / संख्या को चुनिए।
579 : 38 :: 958 : ?
A. 57
B. 75
C. 68
D. 67
Q.8. Which set of letters when sequentially placed at the gaps in the given letters series shall complete it?
अक्षरों का कौन-सा समूह खाली स्थानों पर क्रमवार रखने से दी गई अक्षर श्रृंखला को पूरा करेगा?
c _ r _ e n _ y c u r r _ n c _ c u _ r e _ c y
A. urceyrr
B. urceyrn
C. urccyrn
D. urcyyrn
Q.9. If '$' stands for addition, '@' stands for subtraction, '↑' stands for division, '↓' stands for multiplication, '©' stands for equal to, then which of the following alternative is correct?
यदि ‘$’ जोड़ के लिये ‘@’ घटाने के लिये, ‘↑’ विभाजन के लिये, ‘↓’ गुणन के लिये, '©’ बराबर के लिये प्रयुक्त होता है तो निम्न में से कौन सा विकल्प सही है?
A. 24 $ 6 ↑ 5 ↓ 4 © 25 @5
B. 24 ↓ 3 ↑ 5 ↓ 4 © 25 @ 5
C. 24 $ 2 ↑ 5 ↓ 4 © 25 @ 5
D. 24 @ 1 ↑ 1 ↓ 4 © 25 @ 5
Q.10. What is the number of straight lines in the following figure?
निम्नलिखित आकृति में सीधी रेखाओं की संख्या कितनी है?
A. 21
B. 17
C. 18
D. 16
ANSWER-
Q.1. 4
Q.2. 3
Q.3. 4
Q.4. 2
Q.5. 2
Q.6. 1
Q.7. 4
Q.8. 2
Q.9. 4
Q.10. 3
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MAHENDRA GURU