MODULE
THREE
PROBLEM
SET
This
document
is
proprietary
to
Southern
New
Hampshire
University.
It
and
the
problems
within
may
not
be
posted
on
any
non-SNHU
website.
Jacqueline
Amoah
1
Directions:
Type
your
solutions
into
this
document
and
be
sure
to
show
all
steps
for
arriving
at
your
solution.
Just
giving
a
final
number
may
not
receive
full
credit.
P
ROBLEM
1
A
125-page
document
is
being
printed
by
five
printers.
Each
page
will
be
printed
exactly
once.
(a)
Suppose
that
there
are
no
restrictions
on
how
many
pages
a
printer
can
print.
How
many
ways
are
there
for
the
125
pages
to
be
assigned
to
the
five
printers?
One
possible
combination:
printer
A
prints
out
pages
2-50,
printer
B
prints
out
pages
1
and
51 60,-
printer
C
prints
out
61-80
and
86 90,-
printer
D
prints
out
pages
81-85
and
91 100,-
and
printer
E
prints
out
pages
101-
125.
Page
1
=
5
options
Page
2
=
5
options
Page
3
=
5
options,
and
so
on...
Total
number
of
ways
to
assign
125
pages
to
five
printers
=
5*5*5*.
.
*5
(125times)
So
total
ways
=
5
125
(b)
Suppose
the
first
and
the
last
page
of
the
document
must
be
printed
in
color,
and
only
two
printers
are
able
to
print
in
color.
The
two
color
print-
ers
can
also
print
black
and
white.
How
many
ways
are
there
for
the
125
pages
to
be
