Television Viewing by Teens Teens are reported to watch the fewest total hours of television per week of all the demographic groups. The average television viewing for teens on Sunday from $1$ to $7$ p$.$m$.$ is $54$ minutes. A random sample of local teens disclosed the following times for Sunday afternoon television viewing. At $,$a$=\mathrm{.}01$ can it be concluded that the average is greater than the national viewing time? $($Note: Change all times to minutes.$)$ Use a TI$-83$ Plus$/$TI$-84$ Plus calculator. $"01$:$15"01$:$15"01$:$10"02$:$05"02$:$25"01$:$15"02$:$15"02$:$00"01$:$45"01$:$40$ B Find the p$-$value. Round the answer to at least four decimal places. CMake the decision. $($accept$/$reject$)$ the null hypothesis. DSummarize the results. $($is$/$is not$)$There sufficient evidence to support the claim that the average viewing time for local teens is greater than minutes.