下载 Electric Circuit Pro - v2.0

下载 Electric Circuit Pro - v2.0
Package Name com.josemunoz.electriccircuitpro
Category ,
Latest Version 2.0
Get it On Google Play
Update August 08, 2020 (5 years ago)

您听说过Electric Circuit Pro - v2.0Mobile C [ C/C++ Compiler ], Words Booster: Learn Languages, Duolingo v5.35.4 APK + MOD (Premium/All 已解锁) MOD APK, Dr. Najeeb Lectures Mod APK v1.0.13 MOD APK, Andu Elearning, uLesson - Your Learning App,是类别教育 2中最酷的应用之一。

当然,您知道并非所有游戏或应用程序都兼容所有手机。游戏或应用程序有时在您的设备上不可用,这取决于系统版本。Android操作系统,屏幕分辨率或国家/地区Google Play允许访问。这就是APKPanda提供Android APK文件供您下载且不遵守这些限制的原因。>
Electric Circuit Pro - v2.0的最新版本为2.0,发行日期为2020-08-07,大小为64.07 MB。由JOSE MUNOZ开发,Electric Circuit Pro - v2.0至少需要Android版本Android 4.0+。因此,如有必要,您必须更新手机。

负载量很大,大约有1000次下载。您可以根据需要更新已单独下载或安装在Android设备上的应用程序。更新应用程序使您可以访问最新功能,并提高应用程序的安全性和稳定性。

Electric Circuit Pro - v2.0

Electrical Circuits Pro

Application of Electric Circuits Pro allows to know the fundamentals of electrical circuits, such as:

1- Perform calculations of resistance values ​​by the color code. You can click on each color band and you can calculate the value of the residence and the respective resistive tolerance.
2- You can display the color code table to calculate the values ​​of resistors.
3- Perform calculations of electric current and voltage in series circuits. Using the simulator circuits in series you can change the values ​​of resistors and the value of the voltage source and calculate the value of the current and the voltage in each of the series resistors.
4- can access the table to calculate the value capacitors electrolytic and ceramic capacitors. It can perform calculations if the capacitors using the numeric format or color code.
By 5- simulator circuits in parallel may perform calculation of electric currents through the resistors in parallel, making changes to the values ​​of the resistors and voltage source. You can also calculate the resistance in parallel and the currents flowing in each of the resistors.
Coming soon will add modules AC circuits, phasors and complex numbers.

Improved application performance

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