Suppose that

\\\\lim_(x->7)f(x)=11

and

\\\\lim_(x->7)g(x)=-10

. Find the following limits.\ a.

\\\\lim_(x->7)[f(x)g(x)]

\ b.

\\\\lim_(x->7)[7f(x)g(x)]

\ c.

\\\\lim_(x->7)[f(x)+7g(x)]

\ d.

\\\\lim_(x->7)[(f(x))/(f(x)-g(x))]

\

\\\\lim_(x->7)[f(x)g(x)]=

\ (Simplify your answer.)

Suppose that limx7f(x)=11 and limx7g(x)=10. Find the following limits. a. limx7[f(x)g(x)] b. limx7[7f(x)g(x)] c. limx7[f(x)+7g(x)] d. limx7[f(x)g(x)f(x)] limx7[f(x)g(x)]= (Simplify your answer.)