QuestionAugust 25, 2025

Solve the system by elimination. -11x-4y=36 -10x-10y=20 x= square y= square

Solve the system by elimination. -11x-4y=36 -10x-10y=20 x= square y= square
Solve the system by elimination.
-11x-4y=36
-10x-10y=20
x= square 
y= square

Solution
4.5(209 votes)

Answer

x = -4, y = 2 Explanation 1. Align equations for elimination Multiply the first equation by 10 and the second by 4 to align coefficients of y. 2. Eliminate y Subtract the modified second equation from the modified first equation to eliminate y. 3. Solve for x Simplify the resulting equation to find x. 4. Substitute to find y Use the value of x in one of the original equations to solve for y.

Explanation

1. Align equations for elimination<br /> Multiply the first equation by 10 and the second by 4 to align coefficients of $y$.<br />2. Eliminate $y$<br /> Subtract the modified second equation from the modified first equation to eliminate $y$.<br />3. Solve for $x$<br /> Simplify the resulting equation to find $x$.<br />4. Substitute to find $y$<br /> Use the value of $x$ in one of the original equations to solve for $y$.
Click to rate: