Select the correct answer from each drop-down menu.
Samson is making a shipping box out of a 2-foot by 4-foot piece of cardboard. He will cut two squares of side length $x$ and two rectangles with a width of $x$ out of the cardboard and then fold the cardboard along the lines to make the box.
He models the volume, $v(x)$, in cubic feet, as a function of the length $x$ in feet:
$v(x)=2x(x-1)^2$
He created the diagram and graph to model the box and its volume.
The zeros of function $v$ occur at [Choose an answer]. To make the box, Samson should use a value [Choose an answer] for $x$.
Samson is making a shipping box out of a 2-foot by 4-foot piece of cardboard. He will cut two squares of side length $x$ and two rectangles with a width of $x$ out of the cardboard and then fold the cardboard along the lines to make the box.
He models the volume, $v(x)$, in cubic feet, as a function of the length $x$ in feet:
$v(x)=2x(x-1)^2$
He created the diagram and graph to model the box and its volume.
The zeros of function $v$ occur at [Choose an answer]. To make the box, Samson should use a value [Choose an answer] for $x$.