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Flannery used   lilies and   roses to create six identical flower arrangements.Write an equation to describe the relationship between  , the number of lilies, and  , the number of roses.Do NOT use a mixed number.

Question

Flannery used   lilies and   roses to create six identical flower arrangements.Write an equation to describe the relationship between  , the number of lilies, and  , the number of roses.Do NOT use a mixed number.

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Solution

Let's denote the number of lilies as L and the number of roses as R.

Since Flannery used these flowers to create six identical flower arrangements, we can say that the total number of each type of flower is divisible by 6.

Therefore, the relationship between L and R can be described by the following equation:

L/6 = R/6

This equation means that the number of lilies per arrangement (L/6) is equal to the number of roses per arrangement (R/6).

This problem has been solved

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