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A box contains coins of 25 paise, 10 paise and 50 paise in the ratio of 1:2:3.If there is rs. 39 in all, find the numbers of each coins?
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A box contains coins of 25 paise, 10 paise and 50 paise in the ratio o...
Given:

  • Ratio of coins of 25 paise, 10 paise and 50 paise = 1:2:3

  • Total amount = Rs. 39



To find:

  • Number of coins of each type



Solution:

  • Step 1: Let the common ratio be x. Then, the number of coins of each type can be expressed as:

    • 25 paise coins = x

    • 10 paise coins = 2x

    • 50 paise coins = 3x


  • Step 2: Total amount can be expressed as:

    • 25x + 10(2x) + 50(3x) = 3900 (converting Rs. 39 to paise)

    • 25x + 20x + 150x = 3900

    • 195x = 3900

    • x = 20


  • Step 3: Substituting the value of x in the expressions for number of coins, we get:

    • 25 paise coins = x = 20

    • 10 paise coins = 2x = 40

    • 50 paise coins = 3x = 60




Answer:

  • Number of 25 paise coins = 20

  • Number of 10 paise coins = 40

  • Number of 50 paise coins = 60

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A box contains coins of 25 paise, 10 paise and 50 paise in the ratio of 1:2:3.If there is rs. 39 in all, find the numbers of each coins?
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A box contains coins of 25 paise, 10 paise and 50 paise in the ratio of 1:2:3.If there is rs. 39 in all, find the numbers of each coins? 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 A box contains coins of 25 paise, 10 paise and 50 paise in the ratio of 1:2:3.If there is rs. 39 in all, find the numbers of each coins? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A box contains coins of 25 paise, 10 paise and 50 paise in the ratio of 1:2:3.If there is rs. 39 in all, find the numbers of each coins?.
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