For the point (3, 4)
1)x218+y232−1=918+1632−1=0
So the point (3, 4) lies on the curve
2) x2+y2−6x−8y=0 is a circle with centre (3,4)
3) y2−8x=16−24<0
⇒ The point (3, 4) lies inside the parabola y2=8x.
4) x2+y2−16=9+16−16>0
⇒ The points lies outside the circle x2+y2=16.