Bx-2b+cx-2c - Gauthmath

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Question

An amount of money was shared between Peter and John in the ratio 2:3. If John got K600.00, calculate the amount of money shared.SHOW LESS7

Solution

user avatar imageAnswerThe answer is **K1000.00**.ExplanationThis problem involves calculating the **total amount of money shared** based on a given **ratio** and the amount one person received. The ratio of money shared between Peter and John is $2:3, meaning for every 2 parts Peter received, John received 3 parts. We are told that John received K600.00. Since John's share corresponds to 3 parts of the ratio, we can determine the value of one part by dividing the amount John received by his number of parts: K600.00 \div 3 = K200.00. This means each part of the ratio is worth K200.00. Peter received 2 parts, so Peter's share is 2 \times K200.00 = K400.00. The total amount of money shared is the sum of Peter's and John's shares, which is K400.00 + K600.00 = K1000.00. Alternatively, the total number of parts in the ratio is $2 + 3 = 5. Therefore, the total amount shared is $5 \times K200.00 = K1000.00. Click to rate:35.2(63 votes)Search questionBy textBy image/screenshotDrop your file here orClick Hereto upload

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