X square minus 3 root 3 + 1 find p of 3 root 3
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Answer:
Answer:
The roots of the given equation are 1 and \sqrt3
3
Step-by-step explanation:
The given quadratic equation is solved by factorization method
Given equation is
\begin{lgathered}x^2-\sqrt{3}x-x+\sqrt{3}=0\\\\x(x-\sqrt{3})-1(x-\sqrt{3})=0\\\\(x-1)(x-\sqrt{3})=0\\\\x-1 =0 \:or\: x-\sqrt{3}=0\\\\x=1, \sqrt{3}\end{lgathered}
x
2
−
3
x−x+
3
=0
x(x−
3
)−1(x−
3
)=0
(x−1)(x−
3
)=0
x−1=0orx−
3
=0
x=1,
3
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