You can
put this solution on YOUR website!The second equation is already solved in terms of
, so you can just take the expression in
to which
is equal and substitute that expression for
in the first equation. This gives you a single equation in a single variable:
Solve
for
. Once you have determined the value for
, substitute that value into the second equation and do the arithmetic to determine the value of
.
To check your answers, substitute the values for
and
into both equations and verify that the result is a pair of true statements.
