I have a project that states the object is a cylinder V1413

I have a project that states the object is a cylinder, V=141.3 S=150.7

My teacher did a terrible job at explaining the directions but what I do know is that I am required to make a model of this cylinder. I was wondering how I would go about finding the dimensions in which to do that. I\'m sorry if this is confusing and I hope you can help. Thanks ! Ps it\'s due Monday

I have a project that states the object is a cylinder, V=141.3 S=150.7

That\' ok.

By dimensions of cylinder you bascially need the radius and height, because that\' all what is required to draw cylinder. If we can indepdently find out the dimensions then it\' ok ( meaning radius and height are solvable). But if there are 2 unknowns 1 equation then each of the variables is not dicernable.)

Let\' see below:

So, V = 4/3 *pi*radius^2 * height = 141.3

Surface area = 2*pi*(radius^2)*+ 2*pi*radius*(hieght) = 150.7

Divide volume by surface area = V/S = (r^2 *h)/ (2r^2 +2rh) = 141.3/150.7

rh/(2r+2h) = .9376

rh/(r+h) = 1.8752

Inversing,

1/r + 1/h = 1/1.8752

Which means that you have 2 unknowns( radius and height) and 1 equation. There\' no other relation given in the question, so each of the r and h aren\'t indepdently dicernatble. You will have to use this relation (1/r + 1/h = 1/1.8752) to solve model a cylinder.

This means that you can model any clinder of radii and heights which fit this relation.

I have a project that states the object is a cylinder, V=141.3 S=150.7 My teacher did a terrible job at explaining the directions but what I do know is that I a

I have a project that states the object is a cylinder V1413

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