Question

Need help coming up with a set of polynomials that when graphed creates a bowl shape capable of standing up on its own (flat at the bottom). Any help would be appreciated thank you

something similar to this for example.

Create a bowl shape with polynomials. The bowl must be able to stand up This means that the outer surface will have a maximum at its center and a minimum at some distance from the center. You can use any number of polynomials that you wish. The bowl shown below is formed from 3 functions. The actual bowl shape is generated by taking the curve in the first quadrant and rotating it about the Y axis. tion that uou used for the interior and exterior surfaces. Cylinder Model approximate volume (cm 3) radius (cm) height (cm) volume =pi*r^2*h 100 11,310 (cm 3) 11.3 (liters) Bowl Cross-Section 120 inner surface 100 -outer surface 80 20 10 5 0 -10 RADIUS (cm) 60 40 45 DEPTH (cm)

Answer 1

(12,-146) ,(12, 46) CYOSS sectiou of bowl nney uter (-8,b) 8 (8,D) The outer function ey 1al 8 132-8 1xl8 The inner funtion y