Question: 1 A = 1 0 0 | 1 1 0 | 0 0 1 and B = 0 1 1 | 1 0 1 |

A =

	1	0	0
\|	1	1	0	\|
	0	0	1

and

B =

	0	1	1
\|	1	0	1	\|
	1	1	0

Given matrices A and B, find the join, meet and Boolean product of A and B.

2.What is the binary expansion of ( 10010111 )₂ ( 0110111 )₂? (You must do the product in base 2, NOT base 10. Show all work. The answer must be a 16-bit binary number.)

3.Use the Euclidean algorithm to find

gcd ( 2041, 343 )

the Bezout identity for a, above (in the form gcd ( 2041, 343 ) = s 2041 + t 343).

4.Find the prime factorization of 61013. You must show all work, and make use of the theorem: if n is composite, i.e., n = ab, then a < n or b < n.

a.	100 j=5	j³ 2j 4
b.	25 j=1	3^j

Find the values of each of the following:

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