A box office analyst seeks to predict opening weekend box office gross for movies. Toward this goal, the analyst plans to use YouTube trailer views as a predictor. For each of the $6565$ movies, the YouTube trailer view count, the number of YouTube trailer views from the release of the trailer through the Saturday before a movie opens, and the opening weekend box office gross $($in $millions$)$ are collected and stored in the accompanying table. Complete parts $($a$)$ through $($e$)$ below.LOADING... Click the icon to view the trailer views and box office gross data.Question content area bottomPart $1$a$.$ Construct a scatter plot. Choose the correct graph below.A$\mathrm{.}01000200$Trailer Views $($mil$)$Opening Gross $($$mil$)$ A scatter plot has a horizontal axis labeled Trailer Views in millions from $0$ to $100$ in increments of $10$ and a vertical axis labeled Opening Gross in millions of dollars from $0$ to $200$ in increments of $20.65$ plotted points follow the general pattern of a line segment that rises from left to right from $(0,1)$ to $(57,88),$ before following the general pattern of a line segment that rises from left to right at a sharper rate to $(59,103).$ The points $(80,147)$ and $(84,175)$ are also plotted. All coordinates are approximate.B$\mathrm{.}02000100$Opening Gross $($$mil$)$Trailer Views $($mil$)$ A scatter plot has a horizontal axis labeled Opening Gross in millions of dollars from $0$ to $200$ in increments of $20$ and a vertical axis labeled Trailer Views in millions from $0$ to $100$ in increments of $10.65$ plotted points follow the general pattern of a line segment that rises from left to right from $(2,8)$ to $(4,6).$ Most points are within $10$ vertical units of the overall pattern. All coordinates are approximate.C$\mathrm{.}01000200$Trailer Views $($mil$)$Opening Gross $($$mil$)$ A scatter plot has a horizontal axis labeled Trailer Views in millions from $0$ to $100$ in increments of $10$ and a vertical axis labeled Opening Gross in millions of dollars from $0$ to $200$ in increments of $20.65$ plotted points follow the general pattern of a line segment that rises from left to right from $(8,2)$ to $(6,4).$ Most points are within $20$ vertical units of the overall pattern. All coordinates are approximate.D$\mathrm{.}02000100$Opening Gross $($$mil$)$Trailer Views $($mil$)$ A scatter plot has a horizontal axis labeled Opening Gross in millions of dollars from $0$ to $200$ in increments of $20$ and a vertical axis labeled Trailer Views in millions from $0$ to $100$ in increments of $10.65$ plotted points follow the general pattern of a line segment that rises from left to right from $(1,0)$ to $(88,57),$ before following the general pattern of a line segment that rises from left to right at a gentler rate to $(103,59).$ The points $(147,80)$ and $(175,84)$ are also plotted. All coordinates are approximate.Part $2$b$.$ Assuming a linear relationship, use the least$-$squares method to determine the regression coefficients b $0$b$0$ and b $1$b$1.$b $0$b$0$equals$=$enter your response hereb $1$b$1$equals$=$enter your response here$($Round the value of b $0$b$0$ to two decimal places as needed. Round the value of b $1$b$1$ to three decimal places as needed.$)$Part $3$c$.$ Interpret the meaning of the slope, b $1$b$1,$ in this problem. Select the correct choice below and fill in the answer box to complete your choice.$($Round to three decimal places as needed.$)$A$.$For each increase in opening weekend box office gross of $$1$ million, the number of YouTube trailer views is expected to increase by enter your response here million. B$.$The approximate YouTube trailer views when the opening weekend box office gross is $$0$ is enter your response here million.C$.$The approximate predicted opening weekend box office gross when the number of YouTube trailer views is $0$ is $enter your response here million.D$.$For each increase of $1$ million YouTube trailer views, the predicted opening weekend box office gross is expected to increase by $enter your response here million.Part $4$d$.$ Predict the mean opening weekend box office gross for a movie that had $2424$ million YouTube trailer views.The predicted mean opening weekend box office gross will be $enter your response here million.$($Round to two decimal places as needed.$)$Part $5$e$.$ What insights can be obtained about predicting opening weekend box office gross from YouTube trailer views?A$.$As the number of YouTube trailer views increases, the mean opening weekend box office gross can be expected to increase.B$.$There is no relationship between the number of YouTube trailer views and the mean opening weekend box office gross.C$.$As the mean opening weekend box office increases, the number of YouTube trailer views can be expected to decrease.D$.$As the number of YouTube trailer views increases, the mean opening weekend box office gross can be expected to decrease.E$.$As the mean opening weekend box office increases, the number of YouTube trailer views can be expected to increase.