Question 1

How many solutions are in a system of equations if they have a different slope and different y-intercept?

Accepted Answer

one

Answer

infinite

Answer

two

Answer

zero

Question 2

How many solutions are in a system of equations if they have the SAME slope and a different y-intercept?

Accepted Answer

zero

Answer

infinite

Answer

one

Answer

two

Question 3

How many solutions do these two lines have? $y=\frac{6}{3}x +8$ and $y=2x-6$

Accepted Answer

no

Answer

yes

Question 4

How many solutions are there if the lines intersect?

Accepted Answer

one

Answer

infinite

Answer

two

Answer

zero

Question 5

How many solutions are in a system of equations if they have the same slope and the same y-intercept?

Accepted Answer

infinite

Answer

two

Answer

zero

Answer

one

Question 6

Will these two lines intersect?  $y=2x+4$ and $y=9x+7$?

Accepted Answer

yes

Answer

no

Question 7

How many solutions are there if the lines are parallel?

Accepted Answer

zero

Answer

two

Answer

one

Answer

infinite

Question 8

How many solutions do these two lines have?  $y=\frac{9}{3}x+5$ and $y=3x+\frac{10}{2}$

Accepted Answer

infinite

Answer

zero

Answer

one

Question 9

What number would make these equations parallel?  $y=6x+4$ and $y=\boxdot+7$

Accepted Answer

6

Question 10

What number would make these two equations have an infinite amount of solutions? $y=5x+3$ and $y=\frac{15}{3}x-\boxdot$

Accepted Answer

3

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