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Solve the following equations and check your results.
\( 5 t-3=3 t-5 \).
Given:
\( 5 t-3=3 t-5 \).
To do:
We have to solve the given equation and check the result.
Solution:
$5t-3=3t-5$
$5t-3t=-5+3$
$2t=-2$
$t=\frac{-2}{2}$
$t=-1$
Substituting the value of $t$ in LHS, we get,$5t-3=5(-1)-3$
$=-5-3$
$=-8$
Substituting the value of $t$ in RHS, we get,
$3t-5=3(-1)-5$
$=-3-5$
$=-8$
LHS $=$ RHS
The value of $t$ is $-1$.
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