the general equation of the line is

where m is the slope and b the y-intercept represented as (0,b)
from the graph we can know the y-mtercept because is the point where the line touches the y-axis
so, is (0,-6) then b=-6
replace b

ow to calculate the slope we can take a point from the line and replace
i will use (4,10)
so replacing

and solve for m

the slope is 4
Finally, repalce b and m to find the equation of the line

so the right option is fourth