The formula for calculating the cone volume of the cut head:
\(V= \frac {h}{6} [(2A+a)B+(2a+A)b]\)
\(V= \frac {h}{6} [AB+(A+a)×(B+b)+ab]\)
In the formula:
A, B--- on both sides of the bottom,
h---high,
a, b---on both sides of the upper bottom
Input data:
A—both sides of the upper bottom: 7
B—both sides of the upper bottom: 8
A—two sides of the bottom: 3
B—two sides of the bottom: 4
H—high: 5
Click "Calculate" to output data
Cutting head square cone base volume: 163.33
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