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Usimov [2.4K]
3 years ago
15

Terrence is selling tulip bulbs for $0.35 per bulb and daffodil bulbs for $0.64 per bulb. He makes a 40% profit on the sales of

tulip bulbs and a 45% profit on the sales of daffodil bulbs. He is trying to determine the number of tulip bulbs, x, and the number of daffodil bulbs, y, he will need to sell m a week to earn a profit of $1,200 for the week. Which of the following equations can Terrence use to make this determination?
a) 0.35x +0.64y=1200(0.40+0.45)
b) (0.40+0.45)(0.35x+0.64y)=1200
c) (0.40)(0.35)x + (0.45)(0.64)y = 1200
d) (0.35+0.64)(x+y) = 1200(0.40+0.45)
Mathematics
1 answer:
Olin [163]3 years ago
8 0

Answer:

c) (0.40)(0.35)x + (0.45)(0.64)y = 1200

Step-by-step explanation:

<u>Profit on each tulip bulb is:</u>

  • $0.35 +  40% = $0.35*0.40

<u>Profit on </u><u>x</u><u> amount of tulip bulbs:</u>

  • (0.35)*(0.40)x

<u>Similarly, profit on </u><u>y</u><u> amount of daffodil bulbs is:</u>

  • (0.45)(0.64)y

<u>Since the target is $1200, the required equation is:</u>

  • (0.40)(0.35)x + (0.45)(0.64)y = 1200

Correct answer option is C)

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