Answer:
Equation of other side: 3x-4y+4a=0
Step-by-step explanation:
Please take a look with attachment for triangle.
The ends of the base of the isosceles triangle are at B (2a,0)and C (0,a).
Mid point of B(2a,0) and C(0,a) is M
Now we find the equation of perpendicular bisector equation of BC which passes through the point M.
Slope of perpendicular line = 2 and passing point M(a,a/2)
Equation of line using point slope form.
we are given the equation of one side is x=2a
If we find the intersection point of x=2a and
We will get the third vertices of isosceles triangle
Now we find equation of line AC where A(2a,5a/2) and C(0,a)
Equation of line AC using two point formula
Now we write equation in standard form:
3x-4y+4a=0