Question

Randy has two 28-pound blocks of ice for his snow cone stand. If each snow cone requires 2/3 pound of ice, how many snow cones can Randy make?

Answer 1

Answer:

First, it is necessary to calculate the total pounds that Randy has. It can be calculated as:

28 pound * 2 Blocks of ice = 56 pounds of ice

Then, we need to use a rule of three in which we know that each snow cone requires 2/3 pound of ice, then with 56 pounds how many snow cones can be made. This is:

1 snow cone -------------------- 2/3 pound of ice

x -------------------- 56 pounds of ice

Where x is the number of snow cones that can be made with 56 pounds of ice. Solving for x, we get:

x=\frac{56 * 1}{2/3}x=

2/3

56∗1

x = 84 snow cones.

So, Randy can make 84 snow cones.

Step-by-step explanation:

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Answer 2

Step-by-step explanation:

First, it is necessary to calculate the total pounds that Randy has. It can be calculated as:

28 pound * 2 Blocks of ice = 56 pounds of ice

Then, we need to use a rule of three in which we know that each snow cone requires 2/3 pound of ice, then with 56 pounds how many snow cones can be made. This is:

1 snow cone -------------------- 2/3 pound of ice

x -------------------- 56 pounds of ice

Where x is the number of snow cones that can be made with 56 pounds of ice. Solving for x, we get:

x = 84 snow cones.

So, Randy can make 84 snow cones.