1.
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Some parts of the question have marked (P), (Q), (R) & (S) and have been put in jumbled order. Select the appropriate option from the given choices to rearrange the parts and make meaningful sentence.
Whenever I see the model
who started it (P) /
is the face of the man (Q) /
of our factory (R) /
what comes to my mind (S)
Correct Answer:
2
Description:
Whenever I see the model of our factory what comes to my mind is the face of the man who started it.
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2.
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Choose the best option that is closest in meaning to the opposite (antonym) of the following word.
BRAVERY
Correct Answer:
2
Description:
BRAVERY : COWARDICE
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3.
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Choose the best option that is closest in meaning to the opposite (antonym) of the following word.
DESPISE
Correct Answer:
1
Description:
DESPISE : ADMITE
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4.
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Choose the best option.
To whom does the President submit his resignation?
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5.
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Out of the four words given below, three words are correctly spelled and the spelling of one word is incorrect. Choose the wrongly spelled word.
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6.
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Choose the best option that is closest in meaning to the opposite (antonym) of the following word.
PROTEAN
Correct Answer:
4
Description:
PROTEAN :UNCHANGING
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7.
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Choose the best option that is closest in meaning to the opposite (antonym) of the following word.
AUTONOMY
Correct Answer:
2
Description:
AUTONOMY : SUBORDINATION
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8.
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Choose the best option that has the word opposite in meaning to the following word. ABHOR
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9.
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In the following sentence, out of the given parts marked (A), (B) & (C), choose the one that contains an error. If there is no error, then mark "No Error (D)" as your answer.
By the time you arrive tomorrow, (A) / I have finished (B) / my work. (C) / NO ERROR (D)
Correct Answer:
2
Description:
Insert ‘will’ before ‘have’ to make it future perfect tense as the work will be finished in the time to come.
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10.
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A part of Rs 1500/- was lent at 10 % per annum and rest at 7 % per annum simple interest. The total interest earned in three years was Rs 396/-. Find the sum lent at the rate of 10 % per annum.
Correct Answer:
1
Description:
Let P be the sum lent @ 10 % per annum, so the sum lent @ 7 % per annum = (1500 – P); [P * 10 * 3/100] + [(1500 – P) * 7 * 3/100] = 396; P = Rs 900/-
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