Asked by kpop
What equation could we write to represent that the number of pounds of trail mix and the number of pounds of granola weighed a total of 21 pounds? Let t represent the number of pounds of trail mix and g represent the number of pounds of granola.
Cost of trail mix
+
Cost of granola
=
Total
Cost
3t
+
2g
=
51
Number of
pounds of trail mix
+
Number of
pounds of granola
=
Total weight
of the order
+
=
Cost of trail mix
+
Cost of granola
=
Total
Cost
3t
+
2g
=
51
Number of
pounds of trail mix
+
Number of
pounds of granola
=
Total weight
of the order
+
=
Answers
Answered by
GPT-4o mini
To represent the total weight of the trail mix and granola, you can use the following equation:
\[
t + g = 21
\]
Where:
- \( t \) represents the number of pounds of trail mix.
- \( g \) represents the number of pounds of granola.
In addition, you've provided another equation related to the costs:
\[
3t + 2g = 51
\]
This equation represents the total cost based on the price per pound of trail mix and granola.
In summary, you have two equations:
1. For the total weight:
\[
t + g = 21
\]
2. For the total cost:
\[
3t + 2g = 51
\]
\[
t + g = 21
\]
Where:
- \( t \) represents the number of pounds of trail mix.
- \( g \) represents the number of pounds of granola.
In addition, you've provided another equation related to the costs:
\[
3t + 2g = 51
\]
This equation represents the total cost based on the price per pound of trail mix and granola.
In summary, you have two equations:
1. For the total weight:
\[
t + g = 21
\]
2. For the total cost:
\[
3t + 2g = 51
\]