Jamia Millia Islamia MCA 2021 Previous Year Questions (PYQs) – Page 1 of 10
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Showing 100 questions
Choose the most appropriate options to fill in the blanks:
“The __________ of public awareness about the disease has led to its widespread __________.”
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Solution
dearth of …” is a standard collocation, and “widespread incidence” is the usual medical phrasing.
The word “File” is used in four different sentences. Choose the sentence in which the usage is incorrect/inappropriate.
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Solution
(A), (B), (C) use standard meanings (folder; submit; single file). The idiom is “broke ranks,” not “broke the file.”
Complete the sentence:
“Police ________ notorious gangster after relentless chase that ________ for 3 weeks.”
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Solution
Correct collocation and tense are “nabbed” and “lasted.”
Complete the sentence:
“An interview is a good chance to ________ how candidates ________ difficult situations.”
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Solution
Parallel grammar with infinitive + present simple: “evaluate … approach.”
The word “Run” is used in four ways. Choose the sentence in which the usage is incorrect/inappropriate:
I. I must run fast to catch up with him.
II. Our team scored a goal against the run of play.
III. You can't run over him like that.
IV. The newly released book is enjoying a popular run.
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Solution
solution: I and II are standard uses (verb; idiom “against the run of play”). III can be correct (“run over someone” with a vehicle). “A popular run” is idiomatic for shows/films, not for a book.
The word ‘Concurrence’ is similar in meaning to the following words except:
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Solution
Concurrence ≈ agreement/accord/consensus. “Harmony” is about pleasant arrangement or absence of conflict and is the least direct synonym.
Select the word most similar in meaning to ‘SOLITUDE’.
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Solution
Solitude = the state of being alone.
Which is the antonym of the word ‘EXODUS’?
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Solution
*Exodus* = mass departure; opposite is a mass arrival.
Choose the alternative that substitutes:“A style in which a writer makes display of his knowledge”
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Solution
Showing off learning/erudition in style = *pedantic*.
$\text{The set }(A\cap B)'\ \cup\ (B\cap C)\ \text{ is equal to:},$
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Solution
$ (A\cap B)'=A'\cup B' ,$ (De Morgan)
$\Rightarrow (A\cap B)'\cup(B\cap C)=(A'\cup B')\cup(B\cap C)=A'\cup\big(B'\cup(B\cap C)\big)$
$B'\cup(B\cap C)=(B'\cup B)\cap(B'\cup C)=U\cap(B'\cup C)=B'\cup C$
$\Rightarrow A'\cup(B'\cup C)=A'\cup B'\cup C$
Jamia Millia Islamia MCA
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