Math, asked by 1011434, 7 months ago

Select all the correct answers.
Terry is an up-and-coming florist who specializes in weddings. He uses 5 roses, 3 daisies, and 4 bundles of green filler to make one bouquet. If r is the cost of a rose, d is the cost of a daisy, and f is the cost of a bundle of green filler, which expression represents the cost for making 75 bouquets?
75r +75d + 75f + 12
(5r + 3d + 4f) + 75
75(5r) + 75(3d) + 75(4f)
75(5r + 3d + 4f)

Answers

Answered by pulakmath007
12

SOLUTION

TO CHOOSE ALL THE CORRECT OPTIONS

Terry is an up-and-coming florist who specialises in weddings. He uses 5 roses, 3 daisies, and 4 bundles of green filler to make one bouquet. If r is the cost of a rose, d is the cost of a daisy, and f is the cost of a bundle of green filler, which expression represents the cost for making 75 bouquets

  • 75r +75d + 75f + 12

  • (5r + 3d + 4f) + 75

  • 75(5r) + 75(3d) + 75(4f)

  • 75(5r + 3d + 4f)

EVALUATION

Here it is given that Terry is an up-and-coming florist who specialises in weddings.

Now Terry uses 5 roses, 3 daisies, and 4 bundles of green filler to make one bouquet.

Now r is the cost of a rose, d is the cost of a daisy, and f is the cost of a bundle of green filler,

So cost of 5 roses = 5r

Cost of 3 daisies = 3d

Cost of 4 bundles of green filler = 4f

So cost of one bouquet = 5r + 3d + 4f

So cost of 75 bouquets = 75( 5r + 3d + 4f )

Which can be rewritten as

 \sf{75(5r + 3d + 4f)}

 \sf{ = 75(5r) + 75(3d) +75( 4f)}

FINAL ANSWER

Hence the correct options are

  • 75(5r) + 75(3d) + 75(4f)

  • 75(5r + 3d + 4f)

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