Answer:
1 solution
Explanation:
A solution to a system of equations is a point where the equations intersect — in other words, where their x and y values are the same.
In the given system:

we can see that both equations are written in slope-intercept form:

where
is the slope of the line and
is the y-intercept.
We can see that both equations have a y-intercept at 5; therefore, the solution to the system is at (0, 5).
We can deduce that there are no other solutions because the lines have different slopes; therefore, they will not intersect at any other point.
So, the system of equations

has 1 solution.