ssume lim

x$$ f $($x$)=0$ and assume both

a

$0$ f $($x$)$ dx and

a f $($x$)$ dx converge. Determine if

the following integrals converge, diverge, or if it is inconclusive. Assume $0<$ g $<$ f for x $>$ a

and $0<$ f $<$ g for x $<$ a$.$ Be sure to provide the reasoning for your answer.