{The buyer for|A statistician for|An executive of} a chain of supermarkets created the following stem-and-leaf plot showing the number of plural_form(ITEM) at each of the stores:
{The buyer for|A statistician for|The regional manager of} a chain of department stores created the following stem-and-leaf plot showing the number of plural_form(ITEM) at each of the stores:
{The government|A conservation group|A zookeeper} {created|published} the following stem-and-leaf plot showing the number of plural_form(ITEM) at each major zoo in the country:
\left| \quad \begin{matrix}
STEM
\vphantom{\Large{0}} \\
\end{matrix} \quad \right|
\quad
\begin{matrix}
LEAF&
\vphantom{\Large{0}} \\
\end{matrix}
The left column of the stem and leaf plot represents the tens place; each number on the right side represents the ones place for the number of plural_form(ITEM) at a LOCATION_DISPLAY.
We can combine the tens and ones places and write out the number of plural_form(ITEM) at each LOCATION_DISPLAY on the right:
\small{
\left| \space \begin{matrix}
\color{GREEN}{STEM}
\vphantom{\Large{0}} \\
\end{matrix} \space \right|
\space
\begin{matrix}
\color{BLUE}{LEAF}&
\vphantom{\Large{0}} \\
\end{matrix}
\space
\begin{matrix}
\rightarrow
\vphantom{\Large{0}} \\
\end{matrix}
\space
\begin{matrix}
\color{GREEN}{STEM}\color{BLUE}{LEAF}&
\vphantom{\Large{0}} \\
\end{matrix}
}
Now we know the number of plural_form(ITEM) at the different plural_form(LOCATION_DISPLAY):
\qquad
toSentenceTex( RAW_DATA )
What was the fewest number of plural_form(ITEM) at any one LOCATION_DISPLAY? What was the largest number of plural_form(ITEM) at any one LOCATION_DISPLAY? How many plural_form(LOCATION_DISPLAY) have exactly AMOUNT ITEM? How many plural_form(LOCATION_DISPLAY) have exactly AMOUNT plural_form(ITEM, AMOUNT)? How many plural_form(LOCATION_DISPLAY) have fewer than AMOUNT ITEM? How many plural_form(LOCATION_DISPLAY) have fewer than AMOUNT plural_form(ITEM, AMOUNT)? How many plural_form(LOCATION_DISPLAY) have more than AMOUNT ITEM? How many plural_form(LOCATION_DISPLAY) have more than AMOUNT plural_form(ITEM, AMOUNT)?
\qquad
toSentenceTex( RAW_DATA, IS_SOLUTION, "hint_pink" )
\qquad
\left| \quad \begin{matrix}
STEM
\vphantom{\Large{0}} \\
\end{matrix} \quad \right|
\quad
\begin{matrix}
\color{PINK}{LEAF}&
LEAF&
\vphantom{\Large{0}} \\
\end{matrix}
The LOCATION_DISPLAY with the fewest plural_form(ITEM) had SOLUTION ITEM. The LOCATION_DISPLAY with the fewest plural_form(ITEM) had SOLUTION plural_form(ITEM, SOLUTION). The LOCATION_DISPLAY with the most plural_form(ITEM) had SOLUTION ITEM. The LOCATION_DISPLAY with the most plural_form(ITEM) had SOLUTION plural_form(ITEM, SOLUTION). There are SOLUTION LOCATION_DISPLAY that match our question. There are SOLUTION plural_form(LOCATION_DISPLAY, SOLUTION) that match our question.
How many plural_form(LOCATION_DISPLAY) have exactly AMOUNT ITEM? How many plural_form(LOCATION_DISPLAY) have exactly AMOUNT plural_form(ITEM, AMOUNT)?
SOLUTION plural_form(LOCATION_DISPLAY)
How many plural_form(LOCATION_DISPLAY) have fewer than AMOUNT ITEM? How many plural_form(LOCATION_DISPLAY) have fewer than AMOUNT plural_form(ITEM, AMOUNT)?
SOLUTION plural_form(LOCATION_DISPLAY)
How many plural_form(LOCATION_DISPLAY) have more than AMOUNT ITEM? How many plural_form(LOCATION_DISPLAY) have more than AMOUNT plural_form(ITEM, AMOUNT)?
SOLUTION plural_form(LOCATION_DISPLAY)
What was the smallest number of plural_form(ITEM) at any one LOCATION_DISPLAY? What was the largest number of plural_form(ITEM) at any one LOCATION_DISPLAY?
SOLUTION plural_form(ITEM)