domain $1x20.$

$($B$)$ Discuss the relationship between the intersection points of the graphs of R and C and the x intercepts of P $.$

The x $-$values of the intersection points of R and C are $$ to the $x-$intercepts of $P.$

$($C$)$ Find the x intercepts of P to the nearest thousand chips. Find the break$-$even points to the nearest thousand chips.

The x $-$intercepts of P occur at $x=q,$ million chips.

$($Use a comma to separate answers as needed. Round to three decimal places as needed.$)$

Do the x $-$intercepts of the profit function indicate the break$-$even points?

Yes

No

Find the value of $x($to the nearest thousand chips$)$ that produces the maximum profit. Find the maximum profit $($to the nearest thousand dollars$),$ and compare it to the maximum revenue.

The maximum profit occurs at $x=$ million chips.

$($Round to three decimal places as needed.$)$

The maximum profit is $$ million dollars.

$($Round to three decimal places as needed.$)$

The maximum revenue is $q,$ million dollars.

$($Round to three decimal places as needed.$)$

The maximum profit is $$ to the maximum revenue.