if
two of its zeroes are (
) and (
).
Answer:
Given, zeroes are 
and 
Sum of
zeroes 
Product
of zeroes 
A
polynomial whose zeroes are and
is given
by 
(Sum
of zeroes)
Product
of zeroes 
(1)
So, is a
factor of given polynomial.
On dividing 
by
we get
(2)
Now,
(1/2)
So, the other zeroes are 1 and
Thus, all zeroes of given polynomial are 
and
(1/2)
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