Question
Mark and Janet buy gold coins costing R 435000 . Mark contributes R163 12
Janet contributes the balance. How many coins should each receive based on
ratio split if there are 24 coins altogether?
Janet contributes the balance. How many coins should each receive based on
ratio split if there are 24 coins altogether?
Ask by Willis Santiago. in South Africa
Jan 21,2025
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Tutor-Verified Answer
Answer
Mark should receive 1 coin and Janet should receive 23 coins.
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Beyond the Answer
Mark contributes R 163,112, while Janet’s contribution can be calculated as the balance, which is R 435,000 - R 163,112 = R 271,888. To find the ratio of their contributions, we can express it as Mark’s R 163,112 to Janet’s R 271,888, simplifying it gives us a ratio of approximately 1:1.67.
Given there are a total of 24 coins, we need to divide the coins based on the ratio. The total parts of the ratio are 1 + 1.67 = 2.67. Mark’s share will be (1/2.67) * 24 ≈ 9 coins, and Janet’s share will be (1.67/2.67) * 24 ≈ 15 coins. So, Mark receives 9 coins and Janet receives 15 coins.