Question
Flour costs $0.75 per pound and sugar costs $0.50 per pound. An order of flour and sugar weighs 16 pounds and costs $9.
What equation could we write to represent that the number of pounds of flour and the number of pounds of sugar weighed a total of 16 pounds? Let f represent the number of pounds of flour and s represent the number of pounds of sugar.
What equation could we write to represent that the number of pounds of flour and the number of pounds of sugar weighed a total of 16 pounds? Let f represent the number of pounds of flour and s represent the number of pounds of sugar.
Answers
GPT-4o mini
We can set up two equations based on the information provided.
Let:
- \( f \) represent the number of pounds of flour,
- \( s \) represent the number of pounds of sugar.
The first equation represents the total weight of the flour and sugar:
\[
f + s = 16
\]
This equation states that the sum of the pounds of flour and sugar is 16 pounds.
You can also create another equation to represent the total cost, but as per your request, the equation for the total weight is:
\[
f + s = 16
\]
Let:
- \( f \) represent the number of pounds of flour,
- \( s \) represent the number of pounds of sugar.
The first equation represents the total weight of the flour and sugar:
\[
f + s = 16
\]
This equation states that the sum of the pounds of flour and sugar is 16 pounds.
You can also create another equation to represent the total cost, but as per your request, the equation for the total weight is:
\[
f + s = 16
\]