If a and b are positive integers and (3^a)^b = 3^3, what is the value of 3^a*3^b?	Select:
A) 3
B) 9
C) 81
D) 27
E) 243
3^ab =3^3 therefore ab=3 either a=1or3 or b=3 or 1   therefore 3^a* 3^b = 3^(a+b)= 3^4 =81   81
<result>C</result>
If a and b are positive integers and (3^a)^b = 3^3, what is the value of 3^a*3^b?