How it works
The three quantities are mutually perpendicular semiaxes. Full diameters must each be halved before entry. This form solves for third semiaxis; enter the known quantities in Volume, First semiaxis, Second semiaxis.
Inputs and units
| Input | Example value | What to enter |
|---|---|---|
| Volume | 100.53096491487338 cm³ | Formula symbol: V. Required unit: cm³. Must be greater than zero. |
| First semiaxis | 4 cm | Formula symbol: a. Required unit: cm. Half the full dimension in that direction. Must be greater than zero. |
| Second semiaxis | 3 cm | Formula symbol: b. Required unit: cm. Half the full dimension in that direction. Must be greater than zero. |
Worked example
Show example inputs and results
This example is generated by the same calculation engine using the starting values in the form. Your own inputs produce your own result.
- Volume
- 100.53096491487338 cm³
- First semiaxis
- 4 cm
- Second semiaxis
- 3 cm
Complete example results
- Third semiaxis
- 2 cm
Reading the result
The result solves for third semiaxis from the entered quantities. Check the result unit and the formula conditions before using it.
Questions and answers
Can I use the example values for my own calculation?
The example values illustrate the calculation. Replace every input with your own information, especially dates, rates and the selected operation.
When can I use the third semiaxis result?
Lengths use cm, areas cm² and volumes cm³ on one consistent scale. The positive real branch is selected; the supplied quantities must describe the stated shape.
Why are some results rounded?
Results display up to 8 decimal places. Calculations use the unrounded values; very small values use scientific notation. JavaScript floating-point arithmetic can introduce tiny rounding differences.
Are my inputs sent to a server?
The calculator processes inputs in your browser. Its code does not send your values to a server.
Method sources: openstax.org