Question
Six trophies out of which 3 are gold and the rest are
silver are to be placed in a line. Find the number of arrangements in which all three gold trophies are not placed together.Solution
Total number of ways of arrangement = 6! = 720 ways
If we consider 3 gold trophies as one item, number of arrangements among themselves = 3! = 6 ways
Number of arrangements of remaining 4 items = 4! = 24 ways
Therefore, required number of ways = 720 – (6 × 24) = 576 ways
Which of the following is the last (seventh) sentence of the passage?
Which of the following represents the correct order of the sentences at the two extremes?
Given below are four sentences, which are jumbled. Pick the option that gives the correct order.
P - Raju was deeply affected by a rail accident ...
Given below are six sentences. A and F are the first and the last sentences. The rest of the sentences namely B, C, D and E are jumbled. Select the opt...
Given below are four jumbled sentences. Select the option that gives their correct order forming a meaningful and coherent paragraph.
A-many peop...
- Choose the most logical order of sentences from among the four given choices to construct a coherent paragraph.
A. These fluctuations are often cau... Given below are four jumbled sentences. Select the option that gives their correct order.
A. He was possessed by an overwhelming desire to poss...
Choose the appropriate option to arrange the sentences in the correct order to form a meaningful paragraph.
A-To defend conservative values,
...A special court in Myanmar’s capital sentenced (A)/the country’s ousted leader, Aung San Suu Kyi, (B)/to four years in prison after finding she guil...
Which sentence should come first in the paragraph?
