Solve the system of equations. x+5y=0 30y=-6x x=
1 answer:
Many solutions Rearrange variables to the left side of the equation: x + 5y = 0 , 30y + 6x = 0 Reorder the equation: x + 5y = 0 6x + 30y = 0 Multiply both sides of the equation by a coefficient: { 6(x + 5y ) = 0 x 6 { 6x + 30y = 0 Apply the Distributive Property: { 6x + 30y = 0 x 6 { 6x + 30y = 0 Apply Zero Property of Multiplication: { 6x + 30y = 0 { 6x + 30y = 0 Subtract the two equations: 6x + 30y -(6x + 30y) = -0 Remove parentheses: 6x + 30y - 6x - 30y = 0 Cancel one variable: 0 = 0 The system of equations has: INFINITY SOLUTIONS DONE UR WELCOME
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a simple way to do away with denominators, is we can simply multiply both sides by the LCD, in this case the LCD is 3, so let's multiply both sides by 3.