Dear Readers,
As SSC CGL 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 CGL 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.
Question 1- Three of the following four words are alike in a certain way, and one is different. Pick the odd word out.
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)
A Bark
B Bleat
C Frog
D Moo
निम्नलिखित चार शब्दों में से तीन एक निश्चित प्रकार से एक जैसे हैं और एक अलग है। विषम शब्द ज्ञात कीजिये।
A छाल
B मिमियाना
C मेंढक
D मू (राँभना)
Question 2- Select the word pair in which the two words are related in the same way as the two words in the following word pair.
Tortoise: Reptile
A Snake: Amphibian
B Shark: Mammal
C Spider: Reptile
D Snail: Mollusk
उस शब्द-युग्म का चयन करें जिसमें दो शब्द उसी तरह से संबंधित हैं जैसे कि निम्नलिखित शब्द-जोड़ी में दो शब्द हैं।
कछुआ: सरीसृप
A साँप: उभयचर
B शार्क: स्तनपायी
C मकड़ी: सरीसृप
D घोंघा: मोलस्क
Question 3 -Which two signs should be interchanged in the following equation to make it correct?
15 + 8 − 20 × 10 ÷ 5 = 13
A + and –
B × and –
C × and ÷
D + and ÷
इसे सही बनाने के लिए निम्नलिखित समीकरण में किन दो चिन्हों का परस्पर संबंध होना चाहिए?
15 + 8 − 20 × 10 ÷ 5 = 13
A + और –
B × और –
C × और ÷
D + और ÷
Question 4- Three of the following four-letter clusters are alike in a certain way, and one is different. Pick the odd one out.
निम्नलिखित चार अक्षर-समूहों में से तीन एक निश्चित तरीके से एक जैसे हैं और एक अलग है। विषम को ज्ञात कीजिये।
A PRKI
B LNOM
C STHI
D CEXV
Question 5- In a code language, GLUCOSE is written as DJTCPUH. How will SUCROSE be written in that language?
एक कोड भाषा में, GLUCOSE को DJTCPUH लिखा जाता है। SUCROSE को उस भाषा में कैसे लिखा जाएगा?
A PSBRPUH
B PSBSPUH
C PSBRPVH
D PSBTPUH
Question 6- Select the Venn diagram that best illustrates the relationship between the following classes.
Heart, Body, House
वेन आरेख का चयन करें जो निम्नलिखित वर्गों के बीच के संबंध को सबसे अच्छा दर्शाता है।
ह्रदय,शरीर, घर
Question 7 -If BOOK is coded as 24411 and EQUATION is coded as 21751203414, then how will FOOTBALL be coded?
यदि BOOK को 24411 के रूप में कोडित किया गया है और EQUATION को 21751203414 के रूप में कोडित किया गया है, तो FOOTBALL को कैसे कोडित किया जाएगा?
A 64420212212
B 64420221212
C 61520211212
D 64420211212
Question 8- Arrange the following words in a logical and meaningful order.
1. Pupa
2. Death
3. Larva
4. Butterfly
5. Egg
A 5, 3, 1, 2, 4
B 5, 3, 1, 4, 2
C 3, 1, 2, 4, 5
D 3, 1, 4, 2, 5
निम्नलिखित शब्दों को एक तार्किक और सार्थक क्रम में व्यवस्थित करें।
1. प्यूपा
2. मृत्यु
3. लार्वा
4. तितली
5. अंडा
A 5, 3, 1, 2, 4
B 5, 3, 1, 4, 2
C 3, 1, 2, 4, 5
D 3, 1, 4, 2, 5
Question 9- Which number will replace the question mark (?) in the following series?
निम्नलिखित श्रृंखला में प्रश्न संख्या (?) का स्थान क्या आयेगा?
6, 7, 11, 20, ?
A 29
B 32
C 35
D 36
Question 10- ‘Sunflower’ is related to ‘Yellow’ in the same way as ‘Blood’ is related to ‘_________’.
A Animal
B Human
C Red
D Iron
‘सूरजमुखी’ उसी तरह ‘पीला’ से संबंधित है जिस तरह से खून ’’ _________ ’से संबंधित है।
A जानवर
B मानव
C लाल
D लोहा
Answer:
Q.1. C
Q.2. D
Q.3. C
Q.4. C
Q.5. A
Q.6. A
Q.7. D
Q.8. B
Q.9. D
Q.10. C
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MAHENDRA GURU