2010-312the1

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EE 312-DIGITAL ELECTRONICS SPRING 2009/2010 TAKE-HOME EXAM # 1: FINDING THE STATE OF THE TRANSISTORS Delivered on: 9 March 2010 Due (in class): 16 March 2010 10) For the transistor shown in Figure 1, assume α22451 and V BE = 0.5V at the edge of conduction. V BE,SAT = 0.8V and V CE,SAT = 0.2V. What are the values of V E and V C for V B = 0V? For what value of V B does the transistor cut off? Saturate? In each case, what are the values of V E and V C ? 11) In circuit shown in Figure 2, the transistor has β = 30. V EB,SAT = 0.8 V and V EC,SAT = 0.2 V. Find the values of V B , V E , and V C . If R B is raised to 270 k, what voltages result? With R B = 270 k, what value of β would return the voltages to the values first calculated? Figure 1 Figure 2

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Page 1: 2010-312THE1

EE 312-DIGITAL ELECTRONICS SPRING 2009/2010

TAKE-HOME EXAM # 1: FINDING THE STATE OF THE TRANSISTORS Delivered on: 9 March 2010 Due (in class): 16 March 2010

10) For the transistor shown in Figure 1, assume

α≅1 and VBE = 0.5V at the edge of conduction. VBE,SAT = 0.8V and VCE,SAT = 0.2V. What are the values of VE and VC for VB = 0V? For what value of VB does the transistor cut off? Saturate? In each case, what are the values of VE and VC?

11) In circuit shown in Figure 2, the transistor has β = 30. VEB,SAT = 0.8 V and VEC,SAT = 0.2 V. Find the values of VB, VE, and VC. If RB is raised to 270 kΩ, what voltages result? With RB = 270 kΩ, what value of β would return the voltages to the values first calculated?

Figure 1

Figure 2