Right Circular Cylinder with an Oblique Plane Face

Radius of base: R
The greatest height of a side: h₁
The lowest height of a side: h₂
Lateral surface area: S_L
Area of plane end faces: S_B
Total surface area: S
Volume: V

1. $S_L=πR(h_1+h_2)$
2. $S=πR^2+πR√{R^2+({h_1-h_2}/2)^2}$
3. $S=S_L+S_B=πR(h_1+h_2+R+√{R^2+({h_1-h_2}/2)^2})$
4. $V={πR^2}/2\ (h_1+h_2)$

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