Sessions
1. Determine the roots of the equation
.
2. Determine the roots of each equation
a) .
b) .
3. Let be a polynomial with for all . Show that .
(Hints: Let N be the degree of and set . Show that is a polynomial and that , . Conclude that is constant.)
.
.
.
be
a polynomial with
for
all
.
Show that
.
and set
.
Show that
is a polynomial and that
,
.
Conclude that
is constant.)
