Question

At a florist, 9 roses and 6 tulips cost $54.00 and 6 roses and 2 tulips cost $32.00.

Create a graph of the scenario, using x to represent the cost of a rose and y to represent the cost of a tulip.

Select two points on each line to graph the lines.

Answer 1

The cost of each roses is $4.67 while the cost of each tulip is $2.

Let x represent the cost of each roses and y represent the cost of each tulips.

9 roses and 6 tulips cost $54.00, hence:

9x + 6y = 54     (1)

6 roses and 2 tulips cost $32.00, hence:

6x + 2y = 32     (2)

Solving equations 1 and 2 simutaneously gives:

x = 4.67, y = 2

The cost of each roses is $4.67 while the cost of each tulip is $2.

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