Question
In each of the questions given below, four words are
given in bold. These four words may or may not be in their correct position. The sentence is then followed by options with the correct combination of words that should replace each other in order to make the sentence grammatically and contextually correct. Find the correct combination of words that replace each other. If the sentence is correct as it is, select ā5ā as your option. BesidesĀ filingĀ aĀ Special Leave Amendment Ā (A)Ā inĀ the High (B ) CourtĀ against Ā theĀ Ā Supreme Ā (C) Court order,Ā theĀ government Ā also passedĀ two Ā Petition (D) Ā Bills.Solution
A - The change "A - D" replaces "Amendment" with "Petition," making the correct phrase "Special Leave Petition" which is a legal term. B - The change "B - C" replaces "High" with "Supreme," creating the proper phrase "Supreme Court order" to maintain consistency and accuracy in referring to the court. The corrected sentence with the changes: "Besides filing a Special Leave Petition (A) in the High (B) Court against the Supreme (C) Court order, the government also passed two Amendment (D) Bills."
- The mean proportional of 6 and 24 is _____.
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P and Q together have Rs 2,420. If 8/15 of P’s amount is equal to 4/5 of Q’s amount, how much amount does Q have?
The monthly incomes of Vishal and Rahul are in the ratio 7:6. Their combined monthly income is Rs. 6500. Rahul's monthly savings are Rs. 1200, and Visha...
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- If A: B = 4: 5 and B: C = 3: 7, then what is the value of (3A + 8C)/(6B - 2C)?
A, B, and C made certain investments and the ratio of their time periods is 3: 2: 7 respectively. The ratio of A, B, and C profits is 4: 3: 14 respectiv...
Abdul allocates 90% of his income among his wife, son, and daughter in the ratio of 5:2:1, while saving the remaining amount, which totals Rs. 4,000. Fr...
- If āAā, āBā and āCā are in proportion in the given order while āAā = 18 and āBā = 54, then find the value of āCā.
A boy is supposed to distribute Rs.2400 among his three friends P, Q and R in the ratio of 4:3:5 respectively, but mistakenly he distributed in the rati...
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