3. Construct Arguments Kavi solved the system of equations as shown. What mistake did Kavi make? What is the correct solution? 3x+4y=33 2x+y=17 y=17-2x 2x+(17-2x)=17 2x+17-2x=17 2x-2x+17=17 17=17 Infinitely many solutions

To determine the mistake Kavi made and find the correct solution, let's analyze the steps Kavi took to solve the system of equations.Given system of equations: Kavi's solution: Kavi's mistake:Kavi correctly substituted the expression for from the second equation into the first equation. However, he made an error in simplifying the equation. Specifically, he incorrectly simplified to , which is not correct.Correct solution:To solve the system of equations correctly, we can use the substitution method again. From the second equation, we have . Substituting this expression for into the first equation, we get: Expanding and simplifying: Now, substitute back into the second equation to find : Therefore, the correct solution to the system of equations is and .