Options A, C and E in the absence of a proper subject add the ?bag? automatically to the verb ?racing for the bus?. So, it does not make any sense as it would mean that the bag is racing for the bus. Option B is incorrect because of the fragment ?making the documents lose?. Option D doesn't convey the proper meaning.
We have to find the incorrect statement. All the sentences except D have been correctly structured. In option D, the phrase ?complied into by? is incorrect. You "comply with" a rule or a law and not by cities.
Ans. E.
Option A: ?legally state-issued currencies? is incorrect. The word describes the state-issued currencies; hence it should be an adjective and not an adverb. Option B: ?state-issues? is incorrect and should be replaced by ?state-issued?. Option C: ?carry-in? is grammatically incorrect. Option D: ?to carrying out? is grammatically incorrect.
Ans. E.
Triptych means a set of three associated artistic, literary, or musical works intended to be appreciated together.
Ans. B.
Option B- ?stations of numerical small nations? is incorrect.
The other statements make complete sense, hence are correct.
Ans. E.
In the given sentences, boiled down is the phrasal verb that should have been used which means summarizing something, to reduce or simplify
(something) to the most basic, essential, or fundamental element(s). In this context it means that the one who had more power succeeded. 'Boiled down' should be followed by 'to' and not 'for', hence option D is incorrect.
?Documentation of the seasonality in native people? doesn?t make sense.
?has? is incorrectly used since the sentence is in past tense. Moreover, the subject is cities, which is plural.
?apart? is incorrect after ?to drain water?
Ans. CP of mixture = {(40*3+60*2)/2+3} = 48 SP of the mixture = 1.1 48 =52.8
Ans. Suppose the speed of boat in still water is x km/h and speed of stream is y km/h
Speedof boat in downstream = (x + y) km/h x+ y = 32 ?(i)
Speed of boat in upstream = (x ? y) km/h
x ? y = 28 ?(ii)
Add. Eqs. (i) and (ii), we get 2x = 60
x = 30 km/h
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