EAX550TD VGA Boardview

Discussion in 'VGA' started by ThienBui, Jan 22, 2016.

EAX550TD VGA Boardview 5 5 1votes
5/5, 1 vote

  1. ThienBui

    ThienBui There's always more to learn.
    Staff Member

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    EAX550TD VGA Boardview
    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 ce3280524b43dca6959d83f7bca9c4b6.
     

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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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