Question

the locus of the point whose distance from x axis us twice as that from y axis is the options are a)y=x b) y=2x c) x=y d) x=2y

Answer 1

X=2Y is the right answer. The area between the curve y = 2x4 – x2, the x-axis and the ordinates of two at the point of intersection with the y = axis.

The local of the points are carried out with trisection of the double ordinates of the parabola 2.

So, this takes between time intervals and height is twice the distance of the plane of section from the origin.

Answer 2

Answer:

Step-by-step explanation:

y^=4x^