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A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?
Given below are the steps involved. Arrange them in the sequential order.
(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460
(B) Purchased price of book by B = 529 - 20 = Rs. 509
(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%
(D) Marked price of book by A = 115% of 460 = Rs. 529
(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9
- a)ADBEC
- b)ABEDC
- c)BAEDC
- d)AEDBC
Correct answer is option 'A'. Can you explain this answer?
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A book was marked initially at Rs. 500 which A purchased at 8% discou...
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(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460
(D) Marked price of book by A = 115% of 460 = Rs. 529
(B) Purchased price of book by B = 529 - 20 = Rs. 509
(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9
(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%
Most Upvoted Answer
A book was marked initially at Rs. 500 which A purchased at 8% discou...
Understanding the Problem
To determine the percent profit gained by B when selling the book to C, we need to follow a sequence of calculations based on the provided information about the transactions involving A, B, and C.
Step-by-Step Breakdown
- Step A:
- The initial marked price of the book is Rs. 500.
- A purchased it at an 8% discount:
- \( \text{Purchased Price for A} = 500 \times 0.92 = Rs. 460 \)
- Step D:
- A marks up the price by 15% on his purchased price:
- \( \text{Marked Price by A} = 460 \times 1.15 = Rs. 529 \)
- Step B:
- A sells it to B after a discount of Rs. 20:
- \( \text{Purchased Price by B} = 529 - 20 = Rs. 509 \)
- Step E:
- B marks up the price by 20% on his purchased price:
- \( \text{Marked Price by B} = 509 \times 1.20 = Rs. 610.8 \)
- B sells it to C after allowing a discount of Rs. 50.9:
- \( \text{Purchased Price by C} = 610.8 - 50.9 = Rs. 559.9 \)
- Step C:
- To calculate B's percent profit:
- \( \text{Percent Profit} = \left(\frac{559.9 - 509}{509}\right) \times 100 = 10\% \)
Conclusion
Following the steps in order, the correct sequence is ADBEC. Each step logically leads to the next, culminating in the calculation of B's profit percentage when selling to C. The answer is option 'A' because it reflects the correct chronological progression of events in the transactions.
To determine the percent profit gained by B when selling the book to C, we need to follow a sequence of calculations based on the provided information about the transactions involving A, B, and C.
Step-by-Step Breakdown
- Step A:
- The initial marked price of the book is Rs. 500.
- A purchased it at an 8% discount:
- \( \text{Purchased Price for A} = 500 \times 0.92 = Rs. 460 \)
- Step D:
- A marks up the price by 15% on his purchased price:
- \( \text{Marked Price by A} = 460 \times 1.15 = Rs. 529 \)
- Step B:
- A sells it to B after a discount of Rs. 20:
- \( \text{Purchased Price by B} = 529 - 20 = Rs. 509 \)
- Step E:
- B marks up the price by 20% on his purchased price:
- \( \text{Marked Price by B} = 509 \times 1.20 = Rs. 610.8 \)
- B sells it to C after allowing a discount of Rs. 50.9:
- \( \text{Purchased Price by C} = 610.8 - 50.9 = Rs. 559.9 \)
- Step C:
- To calculate B's percent profit:
- \( \text{Percent Profit} = \left(\frac{559.9 - 509}{509}\right) \times 100 = 10\% \)
Conclusion
Following the steps in order, the correct sequence is ADBEC. Each step logically leads to the next, culminating in the calculation of B's profit percentage when selling to C. The answer is option 'A' because it reflects the correct chronological progression of events in the transactions.
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A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer?
Question Description
A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer? for Railways 2024 is part of Railways preparation. The Question and answers have been prepared according to the Railways exam syllabus. Information about A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer? covers all topics & solutions for Railways 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer?.
A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer? for Railways 2024 is part of Railways preparation. The Question and answers have been prepared according to the Railways exam syllabus. Information about A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer? covers all topics & solutions for Railways 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer?.
Solutions for A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer? in English & in Hindi are available as part of our courses for Railways.
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Here you can find the meaning of A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of
A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer?, a detailed solution for A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer? has been provided alongside types of A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice A book was marked initially at Rs. 500 which A purchased at 8% discount. He marked up the price by 15% on his purchased price and sold after Rs. 20 discount to B. B marked up the price by 20% above his purchased price and sold to C after allowing Rs. 50.9 discount. What is the percent profit gained by B when sold to C?Given below are the steps involved. Arrange them in the sequential order.(A) Initial marked price of book = Rs. 500 and purchased price for A = 92% of 500 = Rs. 460(B) Purchased price of book by B = 529 - 20 = Rs. 509(C) Per cent profit = [(559.9 - 509)/509] x 100 = 10%(D) Marked price of book by A = 115% of 460 = Rs. 529(E) Marked price of book by B = 120% of 509 = Rs. 610.8 and purchased price of book by C = 610.8 - 50.9 = Rs. 559.9a)ADBECb)ABEDCc)BAEDCd)AEDBCCorrect answer is option 'A'. Can you explain this answer? tests, examples and also practice Railways tests.
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