Question : Ram loses 12.5% of his money and after spending 75% of the remainder, is left with 630. How much money did Ram have initially?
Option 1: 2,080
Option 2: 2,880
Option 3: 2,205
Option 4: 2,808
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Correct Answer: 2,880
Solution : Let $x$ be the total money. Money lost = 12.5% of $x$ Remaining money after losing = 87.5% of $x$ Money spent = 75% of 87.5% of $x$ Money left = 630 According to the question, 25% of 87.5% of $x= 630$ $⇒\frac{25 × 87.5 × x}{100 × 100} = 630$ $\therefore x=\frac{630 × 100 × 100}{25 × 87.5}= 2880$ Hence, the correct answer is 2,880.
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Question : A man loses 20% of his money and after spending 85% of the remainder, he is left with Rs. 120. How much did he have at first?
Option 1: Rs. 1,200
Option 2: Rs. 1,000
Option 3: Rs. 800
Option 4: Rs. 500
Question : A man spends $7\frac{1}{2}$% of his money, and after spending 75% of the remaining, he has Rs. 370 left. How much money did he initially have?
Option 1: Rs. 1200
Option 2: Rs. 1600
Option 3: Rs. 1500
Option 4: Rs. 1400
Question : A person loses 75% of his money in the first bet, 75% of the remaining in the second bet and 75% of the remaining in the third bet and returns home with only Rs. 2. His initial money was:
Option 1: Rs. 64
Option 2: Rs. 128
Option 3: Rs. 256
Option 4: Rs. 512
Question : Identify the segment in the sentence which contains a grammatical error. He loses his tempers on the slightest provocation.
Option 1: He loses
Option 2: provocation
Option 3: the slightest
Option 4: his tempers on
Question : Direction: Ram and Sam start walking towards the north and cover 20 metres. Ram turns to his left, and Sam turns to his right. After some time, Ram walks 10 metres in the same direction in which he turned. On the other hand, Sam walks only 7 metres. Later, Ram turns to his left and Sam to his right. Both walk 25 metres forward. How far is Ram from Sam now?
Option 1: 17 meters
Option 2: 5 meters
Option 3: 10 meters
Option 4: 20 meters
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