Truncated straight cone calculation
\(C=πl(R+r)\)
\(F= \frac {π}{2} [l(D+d)+ \frac {1}{2} (D^+d^2)]\)
\(V= \frac {πh}{3} (R^2+r^2+Rr)\)
\(V= \frac {πh}{12} (D^2+d^2+Dd)\)
h - high
D——lower bottom diameter
D——upper diameter
R——lower radius
R——the radius of the upper base
l - bus length
Input data:
H—high: 4
D—lower bottom diameter: 8
B—upper bottom diameter: 4
R—lower bottom radius: 4
R—upper floor radius: 2
L—bus length: 5
Click "Calculate" to output data
Side surface area: 94.24
Surface area: 157.07
Volume: 351.85
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