To find the intersection point, we need to solve the system of equations:
1) 4X + 3Y = 15
2) Y = X + 5
We can solve this system by substitution. From equation 2), we can see that Y = X + 5.
Substituting this expression for Y in equation 1):
4X + 3(X + 5) = 15
4X + 3X + 15 = 15
7X + 15 = 15
7X = 0
X = 0
Substituting this value of X into equation 2):
Y = 0 + 5
Y = 5
Therefore, the intersection point is (0, 5).
Review the grass of a system of two linear equations in two variables 4X plus 3Y equals 15 and Y equals X +5 find the solution of both equations what is the intersection point
1 answer