Question

Flannery used 30 lilies and 78 roses to create six identical flower arrangements. Write an equation to describe the relationship between l, the number of lilies, and r, the number of roses.

Answer 1

Answer: 13/5

STEP BY STEP EXPLANATION:

Let l represents the number of lilies and r represents the number of roses.

As per the statement: Flannery used 30 lilies and 78 roses to create six identical flower arrangements.

Total number of flowers = 30 + 78  = 108

Number of flower arrangement needed is, 6

i.e, l = r = 6

Number of Lilies in one arrangement = 30/6=5

Number of Roses in one arrangement= 78/6=13

           SO, NOW WE HAVE TO DIVIDE TO GET THE ANSWER

                        =13/5

13/5 IS YOUR ANSWER.

I HOPE IT HELPS YOU.

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