Cardboard to be cut and folded: Resulting open-top Box: 16 in 20 in The volume enclosed by this box is given by the polynomial function: V(x) = 320x – 72x² + 4x³ c) Algebraically find the x and y intercepts of this function, show your process and write your answers as coordinate points. d) Sketch this function using DESMOS and either print or copy this graph by hand (very neatly) on to your solution page. This graph should be about one-third of a page (no larger). Label the axes appropriately and identify the scale on each axis. Identify the intercepts.
Cardboard to be cut and folded: Resulting open-top Box: 16 in 20 in The volume enclosed by this box is given by the polynomial function: V(x) = 320x – 72x² + 4x³ c) Algebraically find the x and y intercepts of this function, show your process and write your answers as coordinate points. d) Sketch this function using DESMOS and either print or copy this graph by hand (very neatly) on to your solution page. This graph should be about one-third of a page (no larger). Label the axes appropriately and identify the scale on each axis. Identify the intercepts.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Cardboard to be cut and folded:
Resulting open-top Box:
16 in
20 in
The volume enclosed by this box is given by the polynomial function:
V (x) = 320x – 72x² + 4x3
c) Algebraically find the x and y intercepts of this function, show your process and write your answers as
coordinate points.
d) Sketch this function using DESMOS and either print or copy this graph by hand (very neatly) on to your
solution page. This graph should be about one-third of a page (no larger). Label the axes appropriately and
identify the scale on each axis. Identify the intercepts.
II
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