Name _________________
Graph the polynomial
function. Scale, please!
Name__________________
Group #________________
Period__________________
Name__________________
Name__________________
Function ______________________
Find the y-intercept of
the function.
Find the max. and min.
values of the function.
Find all of the real and
complex zeros of the function.
(No decimals).
Describe the end behavior
of your polynomial. Use
limits to describe.
Using the rational zero
theorem, find all possible
rational roots.
Algebra II
Cubing Assignment- Teacher Directions
Divide students into groups of four. Each group will be given (or must choose) two problems to
solve. The level one problem is the easiest among the group while the level four problem is the
most challenging. The group will be turning in two complete cubes at the end of the
assignment.
(1) Level One:
(2) Level Two:
f ( x)   x 3  2 x 2  8 x
f ( x)  x 4  8x3  18x 2  27
(3) Level Three:
f ( x)  10 x 4  11x3  42 x 2  7 x  12
(4) Level Four:
f ( x)  x5  4 x 4  4 x3  10 x 2  13x  14
Algebra II
Student Cubing Directions
1) Each group needs to cut out two cubes.
2) Solve each problem on your two cubing templates and discuss your answers with
members of the group.
3) Each member in the group must write on the two cubes.
4) After each face has been completed, you will need to assemble both cubes, tape them,
and turn them in.