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Bablu ordered two types of chocolates - Bar-Milk and Bar-Choco. Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco. The shop owner swapped the number of the two type of chocolates by mistake. As a result the total cost was 10% less than what it would have been. Find the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu.?
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Bablu ordered two types of chocolates - Bar-Milk and Bar-Choco. Each p...
Given information:
- Bablu ordered Bar-Milk and Bar-Choco chocolates
- Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco
- The shop owner swapped the number of the two types of chocolates by mistake
- As a result, the total cost was 10% less than what it would have been
To find:
- Ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu
Solution:
Let's assume that Bablu initially ordered x pieces of Bar-Milk and y pieces of Bar-Choco chocolates.
Cost of each piece of Bar-Milk chocolate = p
Cost of each piece of Bar-Choco chocolate = q
Given that each piece of Bar-Milk costs 40% more than each piece of Bar-Choco.
So, p = q + 0.4q = 1.4q
Total cost of x pieces of Bar-Milk chocolates = xp
Total cost of y pieces of Bar-Choco chocolates = yq
As per the given information, the shop owner swapped the number of the two types of chocolates by mistake. So, Bablu actually received y pieces of Bar-Milk chocolates and x pieces of Bar-Choco chocolates.
Total cost of y pieces of Bar-Milk chocolates = y * p = y * 1.4q
Total cost of x pieces of Bar-Choco chocolates = x * q
As per the given information, the total cost was 10% less than what it would have been. So, we can write:
y * 1.4q + x * q = 0.9 * (xp + yq)
Simplifying the above equation, we get:
1.4yq + xq = 0.9xp + 0.9yq
1.4y + x = 0.9(x+y)
0.5x = 0.5y/0.5
x/y = 4/3
Therefore, the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu is 4:3.
Conclusion:
- Bablu ordered Bar-Milk and Bar-Choco chocolates
- Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco
- The shop owner swapped the number of the two types of chocolates by mistake
- As a result, the total cost was 10% less than what it would have been
- The ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu is 4:3.
- Bablu ordered Bar-Milk and Bar-Choco chocolates
- Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco
- The shop owner swapped the number of the two types of chocolates by mistake
- As a result, the total cost was 10% less than what it would have been
To find:
- Ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu
Solution:
Let's assume that Bablu initially ordered x pieces of Bar-Milk and y pieces of Bar-Choco chocolates.
Cost of each piece of Bar-Milk chocolate = p
Cost of each piece of Bar-Choco chocolate = q
Given that each piece of Bar-Milk costs 40% more than each piece of Bar-Choco.
So, p = q + 0.4q = 1.4q
Total cost of x pieces of Bar-Milk chocolates = xp
Total cost of y pieces of Bar-Choco chocolates = yq
As per the given information, the shop owner swapped the number of the two types of chocolates by mistake. So, Bablu actually received y pieces of Bar-Milk chocolates and x pieces of Bar-Choco chocolates.
Total cost of y pieces of Bar-Milk chocolates = y * p = y * 1.4q
Total cost of x pieces of Bar-Choco chocolates = x * q
As per the given information, the total cost was 10% less than what it would have been. So, we can write:
y * 1.4q + x * q = 0.9 * (xp + yq)
Simplifying the above equation, we get:
1.4yq + xq = 0.9xp + 0.9yq
1.4y + x = 0.9(x+y)
0.5x = 0.5y/0.5
x/y = 4/3
Therefore, the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu is 4:3.
Conclusion:
- Bablu ordered Bar-Milk and Bar-Choco chocolates
- Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco
- The shop owner swapped the number of the two types of chocolates by mistake
- As a result, the total cost was 10% less than what it would have been
- The ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu is 4:3.
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Bablu ordered two types of chocolates - Bar-Milk and Bar-Choco. Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco. The shop owner swapped the number of the two type of chocolates by mistake. As a result the total cost was 10% less than what it would have been. Find the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu.?
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Bablu ordered two types of chocolates - Bar-Milk and Bar-Choco. Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco. The shop owner swapped the number of the two type of chocolates by mistake. As a result the total cost was 10% less than what it would have been. Find the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu.? for B Com 2024 is part of B Com preparation. The Question and answers have been prepared according to the B Com exam syllabus. Information about Bablu ordered two types of chocolates - Bar-Milk and Bar-Choco. Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco. The shop owner swapped the number of the two type of chocolates by mistake. As a result the total cost was 10% less than what it would have been. Find the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu.? covers all topics & solutions for B Com 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Bablu ordered two types of chocolates - Bar-Milk and Bar-Choco. Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco. The shop owner swapped the number of the two type of chocolates by mistake. As a result the total cost was 10% less than what it would have been. Find the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu.?.
Bablu ordered two types of chocolates - Bar-Milk and Bar-Choco. Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco. The shop owner swapped the number of the two type of chocolates by mistake. As a result the total cost was 10% less than what it would have been. Find the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu.? for B Com 2024 is part of B Com preparation. The Question and answers have been prepared according to the B Com exam syllabus. Information about Bablu ordered two types of chocolates - Bar-Milk and Bar-Choco. Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco. The shop owner swapped the number of the two type of chocolates by mistake. As a result the total cost was 10% less than what it would have been. Find the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu.? covers all topics & solutions for B Com 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Bablu ordered two types of chocolates - Bar-Milk and Bar-Choco. Each piece of Bar-Milk costs 40% more than each piece of Bar-Choco. The shop owner swapped the number of the two type of chocolates by mistake. As a result the total cost was 10% less than what it would have been. Find the ratio of number of Bar-Milk and Bar-Choco chocolates ordered by Bablu.?.
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