1.
If a computer uses 3 bits for red colors, 3 bits for green, then the total number of
colors that represent all combinations of red and green only is ____?
A) 64
B) 512
C) 128
D) 255
2.
In the equation $\sum_{n=0}^{6}(1 \times 2^n) = 2^m - 1$, the value of $m$ must equal to _?
A) 8
B) 5
C) 7
D) 6
3.
Given the function G(a,b,c) = \prod M (0, 3, 6), express G as Sum of Minterms
G= $\sum m$
4.
Given the function F(a,b,c) = $\sum m$ (4,5,7), Express the complement function F' as
Product of Maxterms by filling in the blanks below:
F'= \prod M
