# \$ sum_ {n = 1} ^ infty a_n ^ {b_n} \$ converge

Show that yes $$sum_ {n = 1} ^ infty a_n$$ converge and $$a_n geq0$$ Y $$b_n geq 1$$ for each $$n$$ so $$sum_ {n = 1} ^ infty a_n ^ {b_n}$$ converge

I know I need to use absolutely convergent but I'm not sure how to do it.