Sum and product of the zeroes of polynomial x2-3 are respectively
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Answered by
0
Answer:
0,-3
Step-by-step explanation:
Recall the identity
a 2
b 2
(a−
b)(a+
b)
.
Using it, we can write :
x 2
3=
(x−
3
)(x+
3
)
.
So, the value of
x 2
3
is zero when
x=
3
or x=
−
3
.
Therefore, the zeroes of
x 2
3
are
3
and
−
3
Now, sum of zeroes
=
3
−
3
=
0
product of zeroes
=
(
3
)(−
3
)=
−3
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