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A jar of jelly bean candies weighs 8 ounces. A container of caramel candies weighs 40 ounces. Lucia buys 10 pounds worth of jelly bean candy jars and caramel candy containers for her big party. Given that there are 16 ounces in a pound, which of the following equations correctly relates the number of jars of jelly bean candies, j, and the number of containers of caramel candies, c, that Lúcia bought?

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The equations that relates the number of jars of jelly bean candies and the number of containers of caramel candies is 8j + 40c = 160.

The given parameters:

  • Weight of jelly bean can = 8 ounces
  • Weight of caramel candies, = 40 ounces
  • Amount of Jelly bean and caramel candies bought  = 10 pounds
  • Number of ounces in one pound = 16 ounces

The total amount of the jelly bean candy jars and caramel candy containers in ounces is calculated as;

1 pound = 16 ounces

10 pounds = ?

= 10 x 16

= 160 ounces

The equations that relates the number of jars of jelly bean candies, j, and the number of containers of caramel candies, c, that Lúcia bought is determined as;

8j + 40c = 160

Thus, the equations that relates the number of jars of jelly bean candies and the number of containers of caramel candies is 8j + 40c = 160.

Learn  more about words to algebra here: https://brainly.com/question/21405634

Answer:

8/16 J + 40/16 c = 10

Step-by-step explanation:

Got it right on Khan Academy

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