Step $5$: Hypothesis Test for the Population Proportion$$ Suppose the management claims that the proportion of games that your team wins when scoring $102$ or more points is $0\mathrm{.}90.$ Test this claim using a $5\%$ level of significance. Make the following edits to the code block below: Replace $??$COUNT$\_$VAR?? with the variable name that represents the number of games won when your team scores over $102$ points. $($Hint: this variable is in the code block below$).$ Replace $??$NOBS$\_$VAR?? with the variable name that represents the total number of games when your team scores over $102$ points. $($Hint: this variable is in the code block below$).$ Replace $??$NULL$\_$HYPOTHESIS$\_$VALUE?? with the proportion under the null hypothesis. After you are done with your edits, click the block of code below and hit the Run button above. from statsmodels.stats.proportion import proportions$\_$ztest your$\_$team$\_$gt$\_102\_$df $=$ your$\_$team$\_$df$[($your$\_$team$\_$df$[\text{'}$pts$\text{'}]>102)]$ # Number of games won when your team scores over $102$ points counts $=($your$\_$team$\_$gt$\_102\_$df$[\text{'}$game$\_$result'$]==\text{'}$W$\text{'}).$sum$()$ # Total number of games when your team scores over $102$ points nobs $=$ len$($your$\_$team$\_$gt$\_102\_$df$[\text{'}$game$\_$result'$])$ p $=$ counts$*1\mathrm{.}0/$nobs print$("$Proportion of games won by your team when scoring more than $102$ points in the years $2013$ to $2015=",$ round$($p$,4))$ # Hypothesis Test # $----$ TODO: make your edits here $----$ test$\_$statistic, p$\_$value $=$ proportions$\_$ztest$($counts$,$ nobs, $0\mathrm{.}90,$ prop$\_$var$=0\mathrm{.}90)$ print$("$Hypothesis Test for the Population Proportion"$)$ print$("$Test Statistic $=",$ round$($test$\_$statistic,$2))$ print$("$P$-$value $=",$ round$($p$\_$value,$4))$