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The joint equation of two altitudes of a...

The joint equation of two altitudes of an equilateral triangle is `(sqrt3 x - y +8–4sqrt3) (-sqrt3 x - y + 12 + 4sqrt3) = 0`.
The third altitude has the equation

A

`sqrt9 x=2-4sqrt3`

B

y-10=0

C

`sqrt3 x=2+4sqrt3`

D

y+10=0

Text Solution

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The correct Answer is:
B
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