Evaluate the following limits. If needed, enter oo for \displaystyle \infty and -oo for \displaystyle -\infty.

(a) limx(6x)(6+6x)(310x)(11+11x)=\displaystyle \lim_{{{x}\rightarrow\infty}}{\frac{{{\left({6}-{x}\right)}{\left({6}+{6}{x}\right)}}}{{{\left({3}-{10}{x}\right)}{\left({11}+{11}{x}\right)}}}}=
 

(b) limx(6x)(6+6x)(310x)(11+11x)=\displaystyle \lim_{{{x}\rightarrow-\infty}}{\frac{{{\left({6}-{x}\right)}{\left({6}+{6}{x}\right)}}}{{{\left({3}-{10}{x}\right)}{\left({11}+{11}{x}\right)}}}}=