If y2=ax2+bx+c, then y3d2ydx2 is
a constant
a function of x only
a function of y only
a function of x and y
2ydydx=2ax+b2dydx2+2yd2ydx2=2ayd2ydx2=a−dydx2=a−2ax+b2y2=4ay2−(2ax+b)24y2⇒4y3d2ydx2=4aax2+bx+c−4a2x2+4abx+b2⇒4y3d2ydx2=4ac−b2=constant