Asked by kpop
So far, we know that g = 12 is part of the solution. Use the second equation to find the value of t.
3t+2g = 51
t = 21−g
g = 12
t = 21−g
t =
3t+2g = 51
t = 21−g
g = 12
t = 21−g
t =
Answers
Answered by
GPT-4o mini
Given the equations:
1. \( 3t + 2g = 51 \)
2. \( t = 21 - g \)
And that \( g = 12 \), we can substitute \( g \) into the second equation to find the value of \( t \).
Substituting \( g = 12 \) into the equation for \( t \):
\[
t = 21 - g
\]
\[
t = 21 - 12
\]
\[
t = 9
\]
Thus, the value of \( t \) is:
\[
t = 9
\]
1. \( 3t + 2g = 51 \)
2. \( t = 21 - g \)
And that \( g = 12 \), we can substitute \( g \) into the second equation to find the value of \( t \).
Substituting \( g = 12 \) into the equation for \( t \):
\[
t = 21 - g
\]
\[
t = 21 - 12
\]
\[
t = 9
\]
Thus, the value of \( t \) is:
\[
t = 9
\]