Question

The blue and orange lines represent a system. Use the sliders to manipulate the orange line to determine which equations would create a system that has no solution. Check all that apply. Hint: Convert to slope-intercept form.

Answer 1

Answer:

The answer is "Option A, D, and E".

Step-by-step explanation:

The choices were missing in the question. so, very first, we defined the choices and then we explain why it will be correct.

Missing data:

$A) \ 2x+y=-5 \\B) \ y-3=2x \\C) \ x+y=-2 \\D) \ -2x=y \\E) \ 2x=4-y$

Solve the above value in the form of "$\bold{ y = mx + c}$", where m= gradient and c= line that cuts on the y-axis.

$A) 2x + y = -5\\\\D) -2x = y\\\\E) 2x = 4- y$