6x + y = - 30,

36x + 6y = 24

Which statement is true about the system of equations?

After solving this system, you get a true statement.

This system has one solution.

If this system were graphed, the lines would be parallel.

The equations in this system have the same y-intercept.

Question

Cristian Tyler

English

10 November, 03:26

6x + y = - 30,

36x + 6y = 24

Which statement is true about the system of equations?

After solving this system, you get a true statement.

This system has one solution.

If this system were graphed, the lines would be parallel.

The equations in this system have the same y-intercept.

+4

Answers (1)

Know the Answer?

Jamison Rose · Answer 1

36x + 6y = 24 ... reduce by dividing by 6

6x + y = 4 ... put in slope intercept form (y = mx + b)

y = - 6x + 4

6x + y = - 30 ... put in slope int form (y = mx + b)

y = - 6x - 30

in y = mx + b form, the slope is in the m position and the y intercept is in the b position.

y = - 6x + 4 ... slope = - 6, y int = 4

y = - 6x - 30 ... slope = - 6, y int = - 30

parallel lines will have the same slope but different y intercepts ... so this system of equations, if graphed, would be parallel

6x + y = - 30,36x + 6y = 24Which statement is true about the system of equations?After solving this system, you get a true statement.This system has one solution.If this system were graphed, the lines would be parallel.The equations in this system have the same y-intercept.

6x + y = - 30,

36x + 6y = 24

Which statement is true about the system of equations?

After solving this system, you get a true statement.

This system has one solution.

If this system were graphed, the lines would be parallel.

The equations in this system have the same y-intercept.