Question

Nathan wants to check if he has enough of each type of fruit to make 12 kebabs. How can the expression 12b+12p help him do that?

Answer 1

The expression 12b+12p represents the total amount of two types of fruit needed for 12 kebabs, indicating Nathan requires 12 pieces of each fruit.

Step-by-step explanation:

The expression 12b+12p can help Nathan check if he has enough of each type of fruit to make 12 kebabs. This expression indicates that for each kebab, Nathan needs one piece of fruit 'b' and one piece of fruit 'p'. To make 12 kebabs, he would need 12 pieces of fruit 'b' (perhaps bananas) and 12 pieces of fruit 'p' (perhaps pineapples). The coefficients (12 in this case) represent the quantity needed for each type of fruit. Nathan can use this expression to calculate the total number of each type of fruit required for his kebabs. If he has at least 12 of fruit 'b' and 12 of fruit 'p', he can proceed with making the kebabs.

Answer 2

Nathan can compare the number of fruits he has by substituting their values (number) in the place of b and p in the equation.

The expression (12b + 12p) represents the total number of fruits Nathan has for making 12 kebabs, where:

- b is the number of bananas per kebab.

- p is the number of pineapples per kebab.

The expression is essentially calculating the total number of bananas and pineapples Nathan has for 12 kebabs.

Consider the following:

- 12b represents the number of bananas for 12 kebabs.

- 12p represents the number of pineapples for 12 kebabs.

When you add these two together, 12b + 12p, you get the total number of fruits (bananas and pineapples combined) that Nathan has for making 12 kebabs.

So, Nathan can use the expression (12b + 12p) to check if he has enough of each type of fruit (bananas and pineapples) to make 12 kebabs by comparing it to the actual number of each fruit he has.