Question: Question 6 10 pts The graph C describes a circuit with the following parts list. B1 (a battery), SW1 (a switch), R1 (a resistor), R2

 Question 6 10 pts The graph C describes a circuit withthe following parts list. B1 (a battery), SW1 (a switch), R1 (aresistor), R2 (a resistor), C1 (a capacitor), & C2 (a capacitor). C

= (V, E) | V = {B11, B12, SW11, SW12, R11, R12,R21, R22, C11, C12, C21, C22), E = {{B11, SW11), {SW12, R11},{R11, C11}, [R12, C12), {R12, R21}, {R21, C21), {R22, C22],{R22, B12]} Draw

Question 6 10 pts The graph C describes a circuit with the following parts list. B1 (a battery), SW1 (a switch), R1 (a resistor), R2 (a resistor), C1 (a capacitor), & C2 (a capacitor). C = (V, E) | V = {B11, B12, SW11, SW12, R11, R12, R21, R22, C11, C12, C21, C22), E = {{B11, SW11), {SW12, R11}, {R11, C11}, [R12, C12), {R12, R21}, {R21, C21), {R22, C22],{R22, B12]} Draw a schematic of the circuit described by this graph. Use the following symbols to represent the components. 10 02 B? SW? L R? Electrical Schematic Symbols Make certain your work is neat and legible, and upload it as an image file. (Use a file format of .jpg if you please.) CO2, CO6, W13-1, W13-3, W13-10Question 7 10 pts The discrete logic circuit depicted in the following schematic (Circuit 7) consists of a jack (J1) for all inputs and outputs, 3 OR gates on a single integrated circuit chip {U1}, 2 AND gates on a single integrated circuit chip (U2), and 2 inverters (NOT gates) on a single integrated circuit chip (U3). The pins associated with each component are labeled on the schematic. Circuit 7 Produce a graph of this circuit, C = (V, E] by producing the sets V and E using set roster notation. It may help to draw or print out the schematic so you can mark off each vertex and edge as you write the two sets. Question 8 5 pts Convert the following values between base-n notations. OdNNN means that NNN is a decimal (or base-10) number. ObNNN means that NNN is a binary (or base-2) number. OxNNN means that NNN is a hexadecimal (or base-16) number. 1. Convert Od323 (base-10 or decimal) to binary (base-2). 2. Convert Od323 (base-10 or decimal) to hexadecimal (base-16). 3. Convert Ob 101101001 (base-2 or binary) to decimal (base-10). 4. Convert Ob 101101001 (base-2 or binary) to hexadecimal (base-16). 5. Convert OxC96 (base-16 or hexadecimal) to binary (base-2). 6. Convert OxC96 (base-16 or hexadecimal) to decimal (base-10). Show all your work. You will not receive credit for any converted values that you do not show the steps you went through to do the conversion. In other words, just using the conversion function on your calculator won't score the points. HINT: Begin by listing several of the powers of 2 and 16 (e.g. 20, 21, 22, ..., and 160, 161, 162,..., to aid converting from decimal (base-10)

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