(Solved): In the following Adder-Subtractor circuit, one variable has 2 inputs. x and the other constant Vto ...

In the following Adder-Subtractor circuit, one variable has 2 inputs. $x$ and the other constant $V_{to}=3\mathrm{V}$ with the following resistors: $\begin{array}{l}{R}_1=4?\\ R_{to}=3.43?\text{ resistor }{R}_F\mathrm{It}\text{ is }12?\mathrm{hms}\end{array}$ The Opam supply voltages are $+V=+5\mathrm{V}$ and $?V=?5\mathrm{V}$ Important: Enter your answer WITHOUT units, for example if your answer is 0.0028 meters you must enter 0.0028 What is the positive gain? ${\mathrm{TO}}^{+}=$ What is the negative profit? ${\mathrm{TO}}^{?}=$ Calculate the resistance that balances the circuit (include the sign in your answer). $R_x=$ If you consider that the resistance that balances the circuit is not necessary, enter no in lower case. Where should the resistor be connected $R_x$ ? When the amplifier is not saturated write the algebraic expression for the output voltage in terms of $x$. (Example: $?3.5^{?}x?127$, variable $x$ must be lowercase) $V_{\text{either }}=$ Use the * to write a multiplication. When assembling the circuit, what will be the output voltage measured, if the input voltagexis2,941 v. $V_{\text{either }}=$