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eed the passage below and solve the questions based on it.
On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.
On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.
Q.
Had I started with Rs 100, how much more/less money would I have received than I am receiving now?
- a)400
- b)760
- c)1,280
- d)1,640
Correct answer is option 'C'. Can you explain this answer?
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eed the passage below and solve the questions based on it.On 13th of N...
The new table would have been like this:
Now it can be calculated.
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eed the passage below and solve the questions based on it.On 13th of N...
Problem Analysis:
To solve this problem, we need to analyze the given information and calculate the amount of money received by the person starting with Rs 100. The money increases on alternate even days and decreases by Rs 10 on alternate odd days.
Solution:
Step 1: Calculate the amount of money received on each day starting from the 13th to the 25th.
- On the 13th, the person keeps Rs 100 in the magical purse.
- On the 14th, the money decreases by Rs 10, so the person will have Rs 90.
- On the 15th, the money increases with respect to the closing amount on the previous day, which is Rs 90. So, the person will have (90 x 2) = Rs 180.
- On the 16th, the money decreases by Rs 10, so the person will have Rs 170.
- On the 17th, the money increases with respect to the closing amount on the previous day, which is Rs 170. So, the person will have (170 x 2) = Rs 340.
- On the 18th, the money decreases by Rs 10, so the person will have Rs 330.
- On the 19th, the money increases with respect to the closing amount on the previous day, which is Rs 330. So, the person will have (330 x 2) = Rs 660.
- On the 20th, the money decreases by Rs 10, so the person will have Rs 650.
- On the 21st, the money increases with respect to the closing amount on the previous day, which is Rs 650. So, the person will have (650 x 2) = Rs 1300.
- On the 22nd, the money decreases by Rs 10, so the person will have Rs 1290.
- On the 23rd, the money increases with respect to the closing amount on the previous day, which is Rs 1290. So, the person will have (1290 x 2) = Rs 2580.
- On the 24th, the money decreases by Rs 10, so the person will have Rs 2570.
- On the 25th, the money increases with respect to the closing amount on the previous day, which is Rs 2570. So, the person will have (2570 x 2) = Rs 5140.
Step 2: Calculate the difference between the amount received with Rs 100 and the amount received by the person in the given scenario.
- The amount received with Rs 100 = Rs 5140 - Rs 100 = Rs 5040.
- The amount received by the person in the given scenario = Rs 500.
- The difference = Rs 5040 - Rs 500 = Rs 4540.
Step 3: Calculate the difference in terms of more/less money received.
- The person would have received Rs 4540 more than the amount received in the given scenario.
Therefore, the correct answer is option 'C' - 1,280.
To solve this problem, we need to analyze the given information and calculate the amount of money received by the person starting with Rs 100. The money increases on alternate even days and decreases by Rs 10 on alternate odd days.
Solution:
Step 1: Calculate the amount of money received on each day starting from the 13th to the 25th.
- On the 13th, the person keeps Rs 100 in the magical purse.
- On the 14th, the money decreases by Rs 10, so the person will have Rs 90.
- On the 15th, the money increases with respect to the closing amount on the previous day, which is Rs 90. So, the person will have (90 x 2) = Rs 180.
- On the 16th, the money decreases by Rs 10, so the person will have Rs 170.
- On the 17th, the money increases with respect to the closing amount on the previous day, which is Rs 170. So, the person will have (170 x 2) = Rs 340.
- On the 18th, the money decreases by Rs 10, so the person will have Rs 330.
- On the 19th, the money increases with respect to the closing amount on the previous day, which is Rs 330. So, the person will have (330 x 2) = Rs 660.
- On the 20th, the money decreases by Rs 10, so the person will have Rs 650.
- On the 21st, the money increases with respect to the closing amount on the previous day, which is Rs 650. So, the person will have (650 x 2) = Rs 1300.
- On the 22nd, the money decreases by Rs 10, so the person will have Rs 1290.
- On the 23rd, the money increases with respect to the closing amount on the previous day, which is Rs 1290. So, the person will have (1290 x 2) = Rs 2580.
- On the 24th, the money decreases by Rs 10, so the person will have Rs 2570.
- On the 25th, the money increases with respect to the closing amount on the previous day, which is Rs 2570. So, the person will have (2570 x 2) = Rs 5140.
Step 2: Calculate the difference between the amount received with Rs 100 and the amount received by the person in the given scenario.
- The amount received with Rs 100 = Rs 5140 - Rs 100 = Rs 5040.
- The amount received by the person in the given scenario = Rs 500.
- The difference = Rs 5040 - Rs 500 = Rs 4540.
Step 3: Calculate the difference in terms of more/less money received.
- The person would have received Rs 4540 more than the amount received in the given scenario.
Therefore, the correct answer is option 'C' - 1,280.
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eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer?
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eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer?.
eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer?.
Solutions for eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer? in English & in Hindi are available as part of our courses for Quant.
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Here you can find the meaning of eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of
eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer?, a detailed solution for eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer? has been provided alongside types of eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice eed the passage below and solve the questions based on it.On 13th of November, I kept some money in a magical purse in which on even7 alternate day starting from the 13th, money increases with respect to the closing amount on the evening of the previous day, that the ratio of money becomes 2: I but on every alternate day starting from the 14th, the money decreases by Rs 10. when compared to the closing amount on the evening of the previous day I had Rs 500 on the 19th and the magical purse kept on multiplying money for me till the 25th of that November.Q.Had I started with Rs 100, how much more/less money would I have received than I am receiving now?a)400b)760c)1,280d)1,640Correct answer is option 'C'. Can you explain this answer? tests, examples and also practice Quant tests.
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