Question Solve the system of equations Solve using the substitution method Solve using the elimination method Solve using the Gauss-Jordan method Load more (x,y)=(−47,−424) Evaluate {y=9x−13−2x=97Solve the equation for x More Steps Evaluate 3−2x=97Move the constant to the right-hand side and change its sign −2x=97−3Subtract the numbers −2x=94Change the signs on both sides of the equation 2x=−94Divide both sides 22x=2−94Divide the numbers x=2−94Divide the numbers More Steps Evaluate 2−94Reduce the numbers 1−47Calculate −47 x=−47 {y=9x−1x=−47Substitute the given value of x into the equation y=9x−1 y=9(−47)−1Simplify More Steps Evaluate 9(−47)−1Multiply the numbers More Steps Evaluate 9(−47)Multiplying or dividing an odd number of negative terms equals a negative −9×47Multiply the numbers −423 −423−1Subtract the numbers −424 y=−424Calculate {x=−47y=−424Check the solution More Steps Check the solution {−424=9(−47)−13−2(−47)=97Simplify {−424=−42497=97Evaluate true {x=−47y=−424Solution (x,y)=(−47,−424) Show Solution Graph