# From a cylindrical jar 4 in. high and 6 in. in diameter, water is poured by tilting the jar until the center of the bottom is at

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From a cylindrical jar 4 in. high and 6 in. in diameter, water is poured by tilting the jar until the center of the bottom is at

$\mathbf{For \space the \space first \space question:}$

We need a picture to visualize the problem.

Looking deeper at the picture, we found out that the section made by a plane running parallel through the cylinder axis and wetted diameter is a:

$$\color{blue}{\mathbf{Parabolic \space Segment}}$$

Well...it does look like an ellipse broke into two equal parts though...

$\mathbf{For \space the \space second \space question:}$

We need a picture to visualize the problem.

Looking deeper at the picture, we found out that the section made by a plane running perpendicular through the wetted diameter is a:

$$\color{blue}{\mathbf{Right \space Triangle}}$$

Alternate solutions are encouraged....

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