Question
In the following question, a sentence is divided into
five parts namely A, B, C, D and E in which two of the parts have some grammatical or contextual errors in them. You have to identify which pair among the given alternatives represents the parts that contain those errors. If none of the part has any error, then, mark option 5, i.e., ‘No error’ as your answer. The increasing bad debts and alarming (A)/ NPAs has resulted in a stalemate in (B)/ the banking sector needs prompt (C)/ actions like an infusion of further (D)/ capital and wide distribution of loans.(E)Solution
A- This part is correct. B-In this sentence, the usage of ‘has resulted in a stalemate’ is wrong. If two subjects are connected by and, the verb that should be used is plural, hence, ‘NPAs have resulted’ is the correct usage. C-The error lies in the part ‘banking sector needs prompt actions’. According to the context, the correct usage is-‘ banking sector needing prompt actions’ as the sentence is referring to the current situation of banking sector and what it needs in this situation. The correct sentence is-"The increasing bad debts and alarming NPAs have resulted in a stalemate in the banking sector needing prompt actions like an infusion of further capital and wide distribution of loans."
Priya has joined Twitter and has 8 friends and each of these friends has 12 friends. Later, it is found that at least two of her friends know each othe...
- What is to be subtracted from (13/20) so that the result is (7/25)?
When a number is increased by 60% then the number obtained is 56 less than thrice the original number. Find the original number.
The sum of the exponents of the prime factors in the prime factorization of 225 is
Mohit purchased some toffees at a rate of Rs 20 for every 50 toffees. Additionally, he bought twice as many toffees at a price of Rs 1.50 per piece. He ...
Consider two natural numbers, 'a' and 'b', which are in the ratio of 17:20. If we increase 'a' by 18 and decrease 'b' by 20, the new ratio of 'a' to 'b'...
Determine the sum of the first 16 odd numbers.
Find the sum of all natural numbers less than 1,000 that are divisible by both 3 and 5 but not by 7.
- Find the sum of all two-digit numbers that are exactly divisible by 7.