Polynomial Functions For SURFACE AREA & VOLUME Of Cylindrical Storage Tank

In this video, I share with you steps for using concepts of polynomial functions, surface area and volume of cylinder and substitution method to solve the word problem. A storage tank is to be constructed in the shape of a cylinder such that the ratio of the radius, r, to the height of the tank is 1:3. Write a polynomial function to represent the surface area of the tank in terms of r. Write a polynomial function to represent the volume of the tank in terms of r. Describe the key features of the graph that corresponds to each of the above functions. ‪@24x7MathTutor‬ #polynomialequations #polynomialequation #polynomialfunctions #polynomial #polynomials #advancedfunctions #maths #mathematics #mathmath #math #algebra #algebraicexpression #khanacademyeducation #khanacademy #anilkumarmath #cylinder #surfaceareaofsolids #volumeandsurfaceareofsolids #volume #volumeofcylinder