产品功能

应用市场介绍

1) You can find:
- Modulus [3(cos30° - isin30°)]m
- Conjugate [3(cos30° - isin30°)]c
- Inverse [3(cos30° - isin30°)]i

2) You can also perform the following operations:
- Addition [3(cos30° - isin30°)] + [4 - i7]
- Subtraction [3(cos30° - isin30°)] - [4 - i7]
- Multiplication [3(cos30° - isin30°)] * [4 - i7]
- Division [3(cos30° - isin30°)] / [4 - i7]
- Any power [3(cos30° - isin30°)]^p[7]
- Any number of roots [3(cos30° - isin30°)]^r[5]

You can choose to use polar coordinate calculations or conventional calculations. You can perform calculations using degrees or radians.

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