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In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000?
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In a film shooting, A and B received money in a certain ratio and B an...
Given information:
- A and B received money in a certain ratio.
- B and C also received money in the same ratio.
- A receives Rs.1,60,000.
- C receives Rs.2,50,000.
Let's assume the ratio between A and B as p:q.
- So, A receives p and B receives q in the same ratio.
Let's assume the ratio between B and C as x:y.
- So, B receives x and C receives y in the same ratio.
Calculating the ratio:
- We know that A receives Rs.1,60,000.
- So, the ratio between A and B is p:q = 1,60,000:q.
Using the second given ratio:
- We know that B receives x and C receives y.
- And we also know that C receives Rs.2,50,000.
- So, the ratio between B and C is x:y = q:y = x:2,50,000.
Calculating the value of q:
- From the above equations, we can write:
- p/q = 1,60,000/q
- q/y = x/2,50,000
- Cross-multiplying the above equations, we get:
- pq = 1,60,000
- qy = 2,50,000x
- Rearranging the second equation, we get:
- q = (2,50,000x)/y
- Substituting the value of q from the first equation into the second equation, we get:
- (2,50,000x)/y = 1,60,000
- Simplifying the equation, we get:
- 2,50,000x = 1,60,000y
Calculating the value of y:
- Dividing the above equation by 1,60,000, we get:
- (2,50,000x)/1,60,000 = y
- Simplifying the equation, we get:
- 5/8 * x = y
Substituting the value of y in terms of x:
- Substituting the value of y in the equation q = (2,50,000x)/y, we get:
- q = (2,50,000x)/((5/8) * x)
- q = (2,50,000 * 8)/5
- q = 4,00,000
Calculating the value of p:
- Substituting the value of q in the equation pq = 1,60,000, we get:
- p * 4,00,000 = 1,60,000
- p = 1,60,000/4,00,000
- p = 0.4
Calculating the amount received by B:
- We know that the ratio between A and B is p:q = 0.4:4.
- So, for every 0.4 units A receives, B receives 4 units.
- We also know that A receives Rs.1,60,000.
- A and B received money in a certain ratio.
- B and C also received money in the same ratio.
- A receives Rs.1,60,000.
- C receives Rs.2,50,000.
Let's assume the ratio between A and B as p:q.
- So, A receives p and B receives q in the same ratio.
Let's assume the ratio between B and C as x:y.
- So, B receives x and C receives y in the same ratio.
Calculating the ratio:
- We know that A receives Rs.1,60,000.
- So, the ratio between A and B is p:q = 1,60,000:q.
Using the second given ratio:
- We know that B receives x and C receives y.
- And we also know that C receives Rs.2,50,000.
- So, the ratio between B and C is x:y = q:y = x:2,50,000.
Calculating the value of q:
- From the above equations, we can write:
- p/q = 1,60,000/q
- q/y = x/2,50,000
- Cross-multiplying the above equations, we get:
- pq = 1,60,000
- qy = 2,50,000x
- Rearranging the second equation, we get:
- q = (2,50,000x)/y
- Substituting the value of q from the first equation into the second equation, we get:
- (2,50,000x)/y = 1,60,000
- Simplifying the equation, we get:
- 2,50,000x = 1,60,000y
Calculating the value of y:
- Dividing the above equation by 1,60,000, we get:
- (2,50,000x)/1,60,000 = y
- Simplifying the equation, we get:
- 5/8 * x = y
Substituting the value of y in terms of x:
- Substituting the value of y in the equation q = (2,50,000x)/y, we get:
- q = (2,50,000x)/((5/8) * x)
- q = (2,50,000 * 8)/5
- q = 4,00,000
Calculating the value of p:
- Substituting the value of q in the equation pq = 1,60,000, we get:
- p * 4,00,000 = 1,60,000
- p = 1,60,000/4,00,000
- p = 0.4
Calculating the amount received by B:
- We know that the ratio between A and B is p:q = 0.4:4.
- So, for every 0.4 units A receives, B receives 4 units.
- We also know that A receives Rs.1,60,000.
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In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000?
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In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000?.
In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000?.
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In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000?, a detailed solution for In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000? has been provided alongside types of In a film shooting, A and B received money in a certain ratio and B and C also received the money in the same ratio. If A gets Rs.1,60,000 and C gets Rs.2,50,000. Find the amount received by B? a. Rs.2,00,000 b. Rs.2,50,000 c. Rs. 1,00,000 d. Rs.1,50,000? theory, EduRev gives you an
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