Given that Triangle ABC is an isosceles triangle whereby AC=BC. Point D is plotted on Line AB, such that Area of the Triangle ACD and Area of the Triangle BCD are equivalent.
Find the ratio of length of the Line AD to the Line BD.
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IN ANY ISOSCELES TRIANGLE, A LINE DRAWN TO MEET THE UNEQUAL SIDE FROM THE JOINING POINT OF OTHER TWO SIDES IN SUCH A WAY THAT NEWLY FORMED TRIA GLES ARE EQUAL IN AREA, THEN THE LINE DIVIDES THE UNEQUAL SIDE INTO two equal halves