EN5900-C268 VGA Boardview

Discussion in 'VGA' started by ThienBui, Jan 29, 2016.

EN5900-C268 VGA Boardview 5 5 1votes
5/5, 1 vote

  1. ThienBui

    ThienBui There's always more to learn.
    Staff Member

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    EN5900-C268 VGA Boardview
    192f59a5d9e196e2b23ea2ea7a2a608c.
    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  • Calculate the voltage

    Input V in : V
    R a : Ω
    R b : Ω
    Output V out : V
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