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(e) BECAUSE is used to show a cause-effect relationship. Both sentences in 1, 2 and 3 share a cause-effect relationship. 1- the first sentence tells us the cause: the roads were covered in ice, and the second tells us the effect: it was not safe to drive. "Because the roads were covered in ice, it was not safe to drive."2 - the first sentence tells us the effect: they were angry, and the second tells us the cause: their plans had been discovered. "They were angry because their plans had been discovered."3 - the first sentence tells us the effect - he remained seated, and the second tells us the cause: he could not get up and take his leave. "He felt uneasy and embarrassed, but sat on, because he simply could not get up and take his leave." Thus, (e) is the right answer.
From among the given alternatives select the one in which the set of numbers is most like the set of numbers given in the question.
Given set: (10, 4, 12)
If the letters of the word ‘OCCUPATIONAL’ are arranged in alphabetical order from the left end, then which letter (in the English alphabetical serie...
How many such pair(s) of letters are in the word “OPERATIONS” which has as many letters between them (both forward and backward) as in the English a...
If all the prime digits of the number 9745976129 are written first (in increasing order) followed by even digits(in increasing order) and then odd digit...
Given below are four combinations [i], [ii], [iii] and [iv] of five words. In each combination you have to arrange the letters in English alphabetical o...
Statements: A > B > F > C, D > E > C
Conclusions:
I. B > E
II. D > A
III. A > E
...How many pairs of letters are there in the word ‘MYSTERIES’ which has as many letters between them in the word as in the alphabetical series?
If in the word DOMINATE, first all the consonants are arranged in alphabetical order from left to right and then all vowels are arranged in alphabetica...
How many such digits are there in the number 36215897, each of which will occupy the same position when rearranged in descending order as in the number?
The position of how many alphabets will remain unchanged if each of the alphabets in the word ‘JUGGLING’ is arranged in alphabetical order...