Calculator for the Thevenin equivalent circuit of a specific circuit

<p><br></p><h1 class="ql-align-center">Input the values for the following circuit:</h1><p><img src="data:image/png;base64,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"></p>

voltage

res_1

res_2

res_4

current

res_3

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Thevenin Equivalent Circuit Calculator