Answer:
[tex]The[/tex] [tex]answer[/tex] [tex]is[/tex] [tex]5[/tex]
Try [tex]pivoting[/tex] and look at my [tex]Step-by-step[/tex] [tex]explanation.[/tex]
Step-by-step explanation:
There are a lot of ways we can think about the typical number of chocolate chips[tex].[/tex]
- What was the most common number of chocolate chips[tex]?[/tex]
- If we split the chocolate chips evenly among all the cookies, how many chips would each cookie have[tex]?[/tex]
- What would be the balance point of the data[tex]?[/tex]
- What is the middlemost number of chocolate chips[tex]?[/tex]
If we split the chocolate chips evenly[tex],[/tex] each cookie would have [tex]4[/tex] or [tex]5[/tex] chips[tex].[/tex]
If we put our dot plot on a balance scale[tex],[/tex] it would balance when the pivot was between [tex]4[/tex] and [tex]5[/tex] chocolate chips[tex].[/tex]
The scale would tip if, for example[tex],[/tex] we put the pivot at [tex]2[/tex] chocolate chips[tex].[/tex]
About half of the cookies have [tex]4[/tex] or fewer chocolate chips and about half have [tex]5[/tex] or more chocolate chips[tex].[/tex]
Of the choices[tex],[/tex] it is reasonable to say there are typically about [tex]5[/tex] chocolate chips in one of Shawn's cookies[tex].[/tex]
[tex]Stay[/tex] [tex]Safe!!![/tex]
- written in [tex]2/3/2021[/tex]
