UC Berkeley EECS Department - Midterm 1 Exam for EECS 40: Electronic Circuits, Exams of Electrical Engineering

The uc berkeley eecs department's midterm 1 exam for the eecs 40: electronic circuits course. The exam consists of five problems covering various topics such as calculating current and voltage values, designing opamp circuits, and understanding the behavior of temperature sensors. Students are required to show their derivations and write results into boxes. No electronic devices are allowed during the exam.

Typology: Exams

2012/2013

Uploaded on 04/01/2013

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UC Berkeley, EECS Department B. E. Boser
EECS 40 MT1: Midterm 1 UID:
Name:
SID:
Problem 1 Points of 20
Problem 2 Points of 20
Problem 3 Points of 20
Problem 4 Points of 20
Problem 5 Points of 20
Score %
Closed book, closed notes
One pocket calculator permitted (no PDAs, laptops, cell phones, or other electronic devices)
Show derivations to get partial credit in case of numerical errors
Cross out incorrect attempts (no partial credit for ambiguous derivations)
Write results into boxes
Take off hats or caps and leave backpacks and electronic devices in isle
Verify that an assistant receives your completed exam!
1October 11, 2010 MT1 v624 http://ucbfeedback.com
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pf4
pf5

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UC Berkeley, EECS Department B. E. Boser

EECS 40 MT1: Midterm 1 UID:

Name:

SID:

Problem 1 Points of 20

Problem 2 Points of 20

Problem 3 Points of 20

Problem 4 Points of 20

Problem 5 Points of 20

Score %

  • Closed book, closed notes
  • One pocket calculator permitted (no PDAs, laptops, cell phones, or other electronic devices)
  • Show derivations to get partial credit in case of numerical errors
  • Cross out incorrect attempts (no partial credit for ambiguous derivations)
  • Write results into boxes
  • Take off hats or caps and leave backpacks and electronic devices in isle
  • Verify that an assistant receives your completed exam!
  1. Calculate the value of current ix. Parameter I 1 = mA, V 2 = V, V 3 = V, R 1 = kΩ, R 2 = kΩ, R 3 = kΩ and R 4 = kΩ. ix =

20 pts. 0

  1. Opamp circuits with high closed-loop gain require large resistor ratios. On integrated circuits these take up significant area and are therefore costly. The circuit below uses a so-called T-network to reduce the required resistor ratio. Calculate the value of resistor R 3 such that vo /vi =. Use R 1 = kΩ, R 2 = R 4 = kΩ and R 5 = kΩ. R 3 = 20 pts. 2
  1. The output voltage of a temperature sensor element is

vt(T) = − 2

mV oC ×^ T

where T is the temperature in degrees Celsius. Design a thermometer circuit with output voltage

vo (T) = 10 mV oC ×^ T

using the sensor, resistors, and ideal opamps. Your circuit should produce the correct output independent of the output resistance Ro of the temperature sensor, which is in the range 50 kΩ... 100 kΩ. Draw the schematic diagram in the space provided below. Specify the values of all resistors (except Ro).

20 pts. 2

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