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Fredrick Kendrick [Type here] ET1410
Calculated Values
Integrated Circuit (IC)
RAB = R1*R2 / R1 + R2 = 1.0kΩ*2.2kΩ / 3.2kΩ = 688Ω
R4 + R5 = 330Ω + 680Ω = 1010Ω = 1.01 kΩ
RBC = R3(R4 + R5) / R3 + R4 + R5 = 1.8kΩ*1.01kΩ / 2.81kΩ = 647Ω
The resistance from A to B is in series with the resistance from B to C, so the total
circuit resistance is:
RT = RAB + RBC = 688Ω + 647Ω = 1335Ω
Use the voltage-divider principle to calculate the voltages:
VAB = RAB / RT
VS = 688Ω / 1335Ω
10V = 5.15V
________________
VBC = RBC / RT
VS = 647Ω / 1335Ω
10V = 4.85V
Fredrick Kendrick [Type here] ET1410
_________________
VR1 = VR2 = VAB = 5.15V
VR3 = VBC = 4.85V
_________________
VR4 = R4 / R4 + R5
VBC = 330Ω / 1010Ω
4.85v = 1.58v
__________________
VRS = R5 / R4 + R5
VBC = 680Ω / 1010Ω
4.85V = 3.27
Work taken off the board of Instructor Don Heller’s ET1410 Integrated Circuits Class
here at ITT Technical Indianapolis. March 2015

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Calculated Values

  • 1. Fredrick Kendrick [Type here] ET1410 Calculated Values Integrated Circuit (IC) RAB = R1*R2 / R1 + R2 = 1.0kΩ*2.2kΩ / 3.2kΩ = 688Ω R4 + R5 = 330Ω + 680Ω = 1010Ω = 1.01 kΩ RBC = R3(R4 + R5) / R3 + R4 + R5 = 1.8kΩ*1.01kΩ / 2.81kΩ = 647Ω The resistance from A to B is in series with the resistance from B to C, so the total circuit resistance is: RT = RAB + RBC = 688Ω + 647Ω = 1335Ω Use the voltage-divider principle to calculate the voltages: VAB = RAB / RT VS = 688Ω / 1335Ω 10V = 5.15V ________________ VBC = RBC / RT VS = 647Ω / 1335Ω 10V = 4.85V
  • 2. Fredrick Kendrick [Type here] ET1410 _________________ VR1 = VR2 = VAB = 5.15V VR3 = VBC = 4.85V _________________ VR4 = R4 / R4 + R5 VBC = 330Ω / 1010Ω 4.85v = 1.58v __________________ VRS = R5 / R4 + R5 VBC = 680Ω / 1010Ω 4.85V = 3.27 Work taken off the board of Instructor Don Heller’s ET1410 Integrated Circuits Class here at ITT Technical Indianapolis. March 2015