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Question 1 Judlyn and Jayson shared oranges in the ratio of the number of children in each of their families. Judlyn is the only child in the family and Jayson has two sisters.

Ask by Vega Campos. in Papua New Guinea
Mar 11,2025

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Answer

Judlyn and Jayson shared the oranges in the ratio of 1:3.

Solution

To solve the problem, we need to determine the ratio in which Judlyn and Jayson shared the oranges based on the number of children in their families. 1. **Extract known conditions:** - Judlyn is the only child in her family, so the number of children in Judlyn's family is \(1\). - Jayson has two sisters, which means he has a total of \(3\) children in his family (Jayson + 2 sisters). 2. **Determine the ratio:** - The ratio of Judlyn's family to Jayson's family can be expressed as: \[ \text{Ratio} = \frac{\text{Number of children in Judlyn's family}}{\text{Number of children in Jayson's family}} = \frac{1}{3} \] Thus, Judlyn and Jayson shared the oranges in the ratio of \(1:3\).

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The Deep Dive

Did you know that sharing fruits like oranges can symbolize cooperation and friendship among families in many cultures? In this case, Judlyn being an only child means she alone represents one part of the ratio, whereas Jayson with his two sisters represents three parts (one for himself and two for his sisters). Together, they have a total of four parts! When calculating ratios, it’s essential to simplify them. Here, Judlyn's family is represented by 1 part, while Jayson's family is represented by 3 parts, making the ratio of Judlyn to Jayson 1:3. A common mistake is to forget to properly visualize the shares and how they relate to each other, which can cause confusion in arriving at the correct distribution!

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