Answer:
These two system of equations do not have a similar graph
Step-by-step explanation:
Heres my math. for the first equation
Slope: −4
Y-Intercept: −1
x y
0 −11
1 −5
heres my math for the second equation
Slope: −32
Y-Intercept: 5
x y
0 5
1 7/2
Answer:
We have tog graph the system of equations which are given as:
4x + y = −1 ( The graph of this equation is a straight line passing through (-1/4,0) and (0,-1) ).
and 3x + 2y = 8. ( The graph of this equation is a straight line passing through (8/3,0) and (0,4) ).
Now we will find the point of intersection of these two graphs:
we will solve these two equation by the method of substitution we will substitute the value of y in terms of x.
y=-1-4x
now by equation 2:
3x+2y=8
3x+2(-1-4x)=8
3x-2-8x=8
-5x-2=8
5x= -10
x= -2
Hence we get y= -1-4×(-2)=-1+8= 7
Hence, the point of intersection of the two lines are:
(-2,7)
