Question 107350
we need to find the gradient between these two points first. This is found by the formula
{{{(y2-y1)/(x2-x1)}}}
where x1,x2,y1,y2 are your coordinates.

(-2,4)=(x1,y1)
(5,0)=(x2,y2)

so x1=-2  x2=5   y1=4   y2=0

gradient(m)= {{{(0-4)/(5-(-2))}}}
={{{-4/7}}}


you then have to use your point gradient formula to find the equation of the line.: (y-y1)=m*(x-x1)

you can use the x1 and y1 from above

we have :
{{{y-4=(-4/7)*(x-(-2))}}}
{{{y-4=(-4/7)*(x+2)}}}
{{{7(y-4)=-4*(x+2)}}}
{{{7y-28=-4x-8}}}
{{{4x+7y-28+8=0}}}
{{{4x+7y-20=0}}}