DIT 079 DIGITAL ELECTRONICS
DIT 079 DIGITAL ELECTRONICS
QUESTION ONE (24 MARKS)
a)
Categorize
the different ways of representing numerical values of quantities (2 marks)
b)
Define
the term digital quantity hence state an example. (3 marks)
c)
Name the
different number systems used in digital technology. (4marks)
d)
Outline
the different basic logic gates. (3 marks)
e)
Utilizing
Boolean algebra, solve the following Boolean expression
F =
C(B + C)(A + B + C) (5 marks)
f)
Differentiate
between a latch and a flip flop. (2 marks)
g)
Distinguish
between Minterms and Maxterms (2 marks)
h)
List the
main categories of sequential circuits. (3 marks)
QUESTION TWO (18 MARKS)
a)
Define
the term universal gates. (2 marks)
b)
List two
universal gates. (2 marks)
c)
Draw a
NOR gate and its truth table (3 marks)
d)
Outline the
De Morgan’s theorems hence prove them using truth table method. (6 marks)
e)
Apply De
Morgan’s theorem to equate A(B + C) (2 marks)
f)
Create a
logic circuit using NAND gates only for the expression
X =
A (B + C) (3 marks)
QUESTION THREE (18 MARKS)
a)
What is a
shift register? (2 marks)
b)
Outline
the basic types of registers. (4
marks)
c)
State
three applications of shift registers. (3
marks)
d)
List the
different types of counters and briefly explain how each of them works (9 marks)
QUESTION FOUR (18 MARKS)
a)
Contrast
between combinational logic circuits and sequential logic circuits clearly
stating all the differences with respect to their output, memory and fundamental
building block. (6 marks)
b)
Design a
JK flip flop using a D flip flop. (12
marks)
QUESTION FIVE (18 MARKS)
a)
With the
help of a diagram, explain hence illustrate what you understand by the term “Don’t
care terms”. (4 marks)
b)
State five
main reasons for simplifying Boolean functions. (5 marks)
c)
Contrast between
a standard Sum Of Products (SOP) and a standard Product Of Sums with respect to
digital electronics. (2
marks)
d)
i.
What is
the function of a Karnaugh map. (2 marks)
ii.
State the
various kinds of Karnaugh maps (3 marks)
e)
Outline two
different techniques used for simplifying boolean equations (2 marks)
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