Started 3 weeks ago by Saurabh Suman in
23 Replies
-
Replied 3 weeks ago
Not able to solve the question The experience of going through something and realizing that this has happened before is known as Dรฉjร vu. According to a poll by Mr. Yash and Mr. Kishore in city A, 40% of the literate population never experienced Dรฉjร vus, whereas 80% reported having at least one. There is a 40% population disparity between those who are literate and those who are not. If there are more illiterate persons in the city than literate people who had at least one Dรฉjร vu, calculate the percentage of the entire population of city A that experienced at least one Dรฉjร vu.
Replied 2 weeks ago
Not able to solve the question Surabhi was playing an interesting timed game in which she was supposed to pick up the chocolates scattered on the floor in exactly 5 minutes from the time the buzzer went off. During each of her 25 attempts, she tried to pick up the maximum number of chocolates lying on the floor. However, after a certain number of attempts, she forgot the count of chocolates she had picked up in each of the previous rounds. The only figure she could remember now was that she had picked up a total of 326 chocolates in the first 5 rounds Further, she never picked up the same number of chocolates in any of the rounds and always picked a number of chocolates less than the number of chocolates picked up by her in the previous round. Q1) If in the last five rounds she had picked up exactly 121 chocolates and the average nรผmber of chocolates she had picked up in all the rounds put together was more than 40, the number of rounds in which she had picked up less than or equal to 40 chocolates was at most
Replied 2 weeks ago
Not able to solve the question Surabhi was playing an interesting timed game in which she was supposed to pick up the chocolates scattered on the floor in exactly 5 minutes from the time the buzzer went off. During each of her 25 attempts, she tried to pick up the maximum number of chocolates lying on the floor. However, after a certain number of attempts, she forgot the count of chocolates she had picked up in each of the previous rounds. The only figure she could remember now was that she had picked up a total of 326 chocolates in the first 5 rounds Further, she never picked up the same number of chocolates in any of the rounds and always picked a number of chocolates less than the number of chocolates picked up by her in the previous round. Q1) If in the last five rounds she had picked up exactly 121 chocolates and the average nรผmber of chocolates she had picked up in all the rounds put together was more than 40, the number of rounds in which she had picked up less than or equal to 40 chocolates was at most