Ivy and cammie sold tulip and daffodil bulb packages for their spring fundraiser. Ivy sold 12 packages of tulip bulbs (X) and 14 packages of daffodils bulbs (y) for a total of $180.00. Cammie sold 9 packages of tulip bulbs and 16 packages of daffodils bulbs for a total of $168. Which system of linear equations can be used to find the price per package for each of the two kinds of bulbs?

A) 12x + 14y = 168

9x + 16y = 168

B) 9X + 14y = 180

12X + 16y = 168

C) 12X + 16y = 180

9X + 14y = 168

D) 12X + 14y = 180

9X + 16y = 168

Question

Mathematics

Ryleigh Carr

10 October, 22:56

Ivy and cammie sold tulip and daffodil bulb packages for their spring fundraiser. Ivy sold 12 packages of tulip bulbs (X) and 14 packages of daffodils bulbs (y) for a total of $180.00. Cammie sold 9 packages of tulip bulbs and 16 packages of daffodils bulbs for a total of $168. Which system of linear equations can be used to find the price per package for each of the two kinds of bulbs?

A) 12x + 14y = 168

9x + 16y = 168

B) 9X + 14y = 180

12X + 16y = 168

C) 12X + 16y = 180

9X + 14y = 168

D) 12X + 14y = 180

9X + 16y = 168

+2

Answers (2)

Know the Answer?

Brittany Rodriguez · Answer 1

D)

Step-by-step explanation:

because we need to find the each so its x and y?

Jaylin Freeman · Answer 2

D

Step-by-step explanation:

Because ivy sold 12 tulip bulbs for the price of (x) and 14 packages of daffodils bulbs for (y) and that total was $180.

Same thing was done for the bottom equation