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 =

1 answer

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:

\[ t = 9 \]