EAX1950PRO VGA Boardview

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

EAX1950PRO VGA Boardview 5 5 1votes
5/5, 1 vote

  1. ThienBui

    ThienBui There's always more to learn.
    Staff Member

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    EAX1950PRO VGA Boardview
    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 32ba2ce3cbe2cbc4bb249dd4d33d9014.
     

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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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