Expected value $=$

Hint: Find the appropriate information from the above scenario

Note: You do not need to add "Unit" of each value

Calculate "upper tail" $p-$value using the provided information about $t$ value and a lower tail $p-$value.

$t$ value $=2\mathrm{.}20216$ Note: If you want to know how to calculate $t-$value, please see $p\mathrm{.}290$ in the textbook

$($lower tail$)p$ value $=0\mathrm{.}98283$ Hint$1$: This $p-$value indicates the cumulative areas corresponding to a lower$-$tail $p$ value

$($upper tail$)p$ value $=$

Hint$2$: In our example, you need to see "upper tail" $p$ value, instead of the lower tail $p-$valu

Hint$3$: see the Table $6\mathrm{.}7($p$\mathrm{.}296)$ and Figure $6\mathrm{.}22(p\mathrm{.}299)$ to have a better undertanding

Using $=0\mathrm{.}05,$ do the sample results support the conclusion that mean annual consumption of Coca$-$Cola verage products is higher in Atlanta?

ANSWER:

Hint: See the template for your answer. You can select your answer from the options in $[]$s "Because $p-$value is $[$GREATER or LESS$]$ than $,[$REJECT or DO NOT REJECT$]$ HO$"$

What is your conclusion?

ANSWER: