Two linear equations are shown.
What is the solution to the system of equations?

(7, 4)
(7, 13/3)
(8, 14/3
(9, 7)

Question

Two linear equations are shown.
What is the solution to the system of equations?

(7, 4)
(7, 13/3)
(8, 14/3
(9, 7)

kevin8767 · Answer

welshfella · Answer

the solution is the point where they intersect 
You can make an estimate where they intersect form the graph.

kevin8767 · Answer

oh ok how do i?

welshfella · Answer

Looks like 7  for the x coordinate

welshfella · Answer

they will intersect  just to the right of the graph

welshfella · Answer

wil it be at y = 4 or  a liitle more than y = 4?

kevin8767 · Answer

is d correct?

welshfella · Answer

how can d be correct?  x = 9 for d not 7. The first number in the parentheses is the x coordinate.

welshfella · Answer

secon number is y coordinate.

kevin8767 · Answer

oh i get mixed up with the numbers

kevin8767 · Answer

oh its a

welshfella · Answer

why  a?

kevin8767 · Answer

u said the 7 was the x and i just saw the line touch the 4

welshfella · Answer

the INTERSECTION is the solution. You cant see the intersection but you can estimate where it is.

welshfella · Answer

does it intersect at y = 4?

kevin8767 · Answer

no it passes

welshfella · Answer

right
so thers only one left

kevin8767 · Answer

b

welshfella · Answer

right  It looks like it will intersect at about y = 4.3  which is close to 13/3

kevin8767 · Answer

oh ok i got ty i got on how to find it.

welshfella · Answer

yw