y=5x-11
2x+3y=18
Solve the system of equations by substitution.
simplify
$$\\2\times x \quad + \quad 3\quad \times\underbrace{y}_{=5x-11}=18 \\\\
2\times x \quad + \quad 3\quad \times (5x-11)=18\\\\
2\times x \quad + \quad 3\times 5x - 3\times 11 = 18$$
2x + 15x - 33 = 18
17x = 18 + 33
17x = 51
x = 51 / 17
x = 3
y = 5*x - 11
y = 5*(3) - 11
y = 15 - 11
y = 4
y=5x-11
2x+3y=18
Solve the system of equations by substitution.
simplify
$$\\2\times x \quad + \quad 3\quad \times\underbrace{y}_{=5x-11}=18 \\\\
2\times x \quad + \quad 3\quad \times (5x-11)=18\\\\
2\times x \quad + \quad 3\times 5x - 3\times 11 = 18$$
2x + 15x - 33 = 18
17x = 18 + 33
17x = 51
x = 51 / 17
x = 3
y = 5*x - 11
y = 5*(3) - 11
y = 15 - 11
y = 4