how would you solve this system of linear equations using graphing? 4x=3y+44 and x+y=-3???

Question

please help me asap! It would be greatly appreciated!

Answer 1

solve for y n then plug it on the calc see where the intersect!!!
so the 2 equations will be

y=4/3x-44/3
n
y=-3-x

they intersect at
(5,-8)
so therefor x=5
y=-8

Answer 2

Each equation(linear) is a line. Hence find where this line intercepts both the axes. Then draw both lines, and see where they intersect. This point is the solution. Here is how it works.

for 4x=3y+44. put x=0 . implies y= -44/3
put y=0. implies x=44/4=11.
Hence mark (0, -44/3 ) and (11,0). join these points by straight line. Call it A.

for x+y=-3. put x=0 implies y=-3
put y=0 implies x=-3. Mark (0,-3) and (-3,0). Join these 2 points and call this line B.
Find the point where these lines intersect. The coordinates corresponding to this point is your solution.

See you.

Answer 3

Draw the graphs of both lines on the same piece of graph paper. The point at which they intersect will be the x and y coordinates of the solution to the system. You may find it useful to convert the equations into slope-intercept form before graphing.