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find: 17 div 3 17mod3 -17div3 -17mod3 ((25 mod 3)+(32 mod 3)) mod 3 true or false 1) -1= 99 mod 10 2) 23 mod
find:
17 div 3
17mod3
-17div3
-17mod3
((25 mod 3)+(32 mod 3)) mod 3
true or false
1) -1= 99 mod 10
2) 23 mod | 0
3) 0 | 23
4) if a and b are positive integers then ab=gcd(a,b) .lcm (a,b)
5) find the prim factorizationf 1500
6) suppose a|b and c|d prove that ac bd
7) prove that 1.1!+2.2!+3.3!+...+n.n!=(n+1)! - 1 for positive integers n
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