would be? is
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@ -101,7 +101,7 @@ properties of an ideal op-amp, this is easy to see by inspection, as
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when $v_p > v_n$, $v_{out}$ is driven as high as possible, and
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when $v_p > v_n$, $v_{out}$ is driven as high as possible, and
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vice-versa when $v_p < v_n$.
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vice-versa when $v_p < v_n$.
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At this point, it would be easy to derive the relationship between
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At this point, it is easy to derive the relationship between
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$v_{out}$ and $v_{in}$: $v_n = v_p = \SI{0}{V}$; since all current
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$v_{out}$ and $v_{in}$: $v_n = v_p = \SI{0}{V}$; since all current
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which flows from $v_{in}$ into $v_n$ then flows from $v_n$ into
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which flows from $v_{in}$ into $v_n$ then flows from $v_n$ into
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$v_{out}$, the network of $R_1$ and $C_1$ into $R_2$ forms a voltage
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$v_{out}$, the network of $R_1$ and $C_1$ into $R_2$ forms a voltage
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