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The solution is
and
.
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To solve this system of equations, we can use the substitution or elimination method. But hey, let’s dive into the sizzling world of simultaneous equations! The fun part is finding the point where these two lines cross.
By setting
equal to
and solving for
, we find that the two lines intersect at a unique point, which is the solution to the system of equations. Don’t forget to calculate
after finding
for the complete coordinated experience!
On a more practical note, systems of equations like this one pop up everywhere! Engineers use them to design bridges, economists use them to forecast budgets, and you can even find them in your favorite game when determining player stats. It’s like math is the hidden MVP of the real world!