Design and set up a circuit using basic op$-$amp configurations that will implement a mathematical

expression Y$=3$A$+2$B$+$C $($where A$,$B$,$ and C are the inputs and Y is the out of the circuit$).$ Then

verify the design for A$=2$V$,$B$=-0\mathrm{.}5$V$,$ and C$=3$V$.($Hint: Generate these input voltages from a

$5$V DC source using Voltage Divider Circuit$).$

Note: You are allowed to use only two basic op$-$amp configurations $($summing and differential

amplifier$),$ and $5$V DC source in addition to the bias voltage $(+15$ V and $-15$V$).$ Since you are free

to select the resistor values, different groups will have circuit with different value resistors. Use

resistors in the range of $100$ k to $1000$ k for the op$-$amp circuit.

using a summing amplifier and a differential $($inverting amplifier$)$ and using a voltage divider for all of the values of a$,$b and c but for b we should change the reference node because it is negative $-0\mathrm{.}5$ and draw the op$-$amp amplifier design and use multism to confirm as well