Question

Write a balanced equation for the production of sausage sandwiches.
Assume that sausages only come in packs of five and buns in packs of eight. How many sandwiches can you make if you have one pack of each ingredient?

Answer 1

To make sausage sandwiches, we can use the equation 2S + B → S2B, where S represents sausages and B represents buns. With one pack of sausages (5 sausages) and one pack of buns (8 buns), we can make 18 sausage sandwiches.

Step-by-step explanation:

To write a balanced equation for the production of sausage sandwiches, we need to consider the number of sausages and buns. Given that sausages come in packs of five and buns come in packs of eight, we can create the equation:

2S + B → S2B

Where S represents sausages and B represents buns.

If we have one pack of sausages (5 sausages) and one pack of buns (8 buns), we can substitute these values into the equation:

2(5) + 8 = 10 + 8 = 18

Therefore, we can make 18 sausage sandwiches using one pack of each ingredient.