find the sum and product of zeroes of x^2-3.
Answers
Answered by
5
p(x) = x²-3
let us take p(x) = 0
⇒ x²-3 = 0
(sending 3 on the other side)
⇒ x² = 3
(sending root to the other side)
⇒ x = ± √3
∴ the zeroes of x²-3 are +√3 and -√3
Let +√3 = α
-√3 = β
Sum of the zeroes -
⇒ α+β
⇒ √3 + (-√3)
⇒ 0
Product of the zeroes -
⇒ α×β
⇒ √3 × -√3
⇒ -3
let us take p(x) = 0
⇒ x²-3 = 0
(sending 3 on the other side)
⇒ x² = 3
(sending root to the other side)
⇒ x = ± √3
∴ the zeroes of x²-3 are +√3 and -√3
Let +√3 = α
-√3 = β
Sum of the zeroes -
⇒ α+β
⇒ √3 + (-√3)
⇒ 0
Product of the zeroes -
⇒ α×β
⇒ √3 × -√3
⇒ -3
Answered by
5
x²-3=0
Here,
a=1
b=0
c=-3
sum of zeroes=-b/a
=0/1
=0
product of zeroes=c/a
=-3/1
Hope it helps u :-)
Here,
a=1
b=0
c=-3
sum of zeroes=-b/a
=0/1
=0
product of zeroes=c/a
=-3/1
Hope it helps u :-)
lekhahasa:
please mark it as brainliest
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