Question
The difficulty is trying to spot something big before
it becomes a problem but not crying bee too often. In each question below, a sentence is given with an idiom/phrase printed in bold type. That part may contain a grammatical error. Each sentence is followed by four alternatives. Find out which option should replace the phrase/idiom given in bold to correct the error, if there is any, and to make the sentence grammatically meaningful and correct. If the sentence is correct as it is and ‘No correction is required’, mark 5) as the answer.Solution
The correct expression is ‘crying wolf’. To cry wolf means to keep asking for help when you do not need it, with the result that people think you do not need help when you really need it. The difficulty is trying to spot something big before it becomes a problem but not crying wolf too often.
A box contains only three colors of balls- red, green and blue. What is the minimum number of balls that should be picked from the box to ensure that at...
- In how many ways can the letters of the word "INNOVATE" be arranged, and what is the probability that all the consonants in these arrangements always appea...
The probability of selecting a rotten egg randomly from a basket of 800 eggs is 0.26. What is the number of rotten eggs in the basket?
A bag contains 18 black and 20 white balls. One ball is drawn at random. What is the probability that the ball drawn is white?
In a box, there are three different colour cubes: blue, green, and orange. The sum of the number of green and blue cubes in the box equals the number of...
A game consists of tossing three coins once and then rolling two dice. Find the probability of getting at least two heads in the coin toss and a sum equ...
A container has 15 brown, 10 gray and 5 gold coins. Two coins are randomly chosen from the container, what is the probability that a brown and a gold co...
A bag contains 13 white and some black balls. If the probability of drawing a black ball from the bag is 3 times that of drawing a white ball, find the ...
In a jar, there are (x + 8) red balls, ‘x’ blue balls, and (x + 2) black balls. If the probability of picking two blue balls at random is (1/45), th...
A box contains only three colors of balls- red, green and blue. What is the minimum number of balls that should be picked from the box to ensure that at...