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The equation 
has (1984 - 2 Marks)
has (1984 - 2 Marks) - a)no root
- b)one root
- c)two equal roots
- d)infinitely many roots
Correct answer is option 'A'. Can you explain this answer?
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Most Upvoted Answer
The equationhas (1984 - 2 Marks)a)no rootb)one rootc)two equal rootsd)...
If X= 1 then given function will be undefine.
so, X not equal to 1
i.e, no solution exist for the given function
so, X not equal to 1
i.e, no solution exist for the given function
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Community Answer
The equationhas (1984 - 2 Marks)a)no rootb)one rootc)two equal rootsd)...
Given equation is
Clear ly x ≠ 1 for th e given eq. to be defin ed. If
x– 1 ≠ 0, we can cancel the common term 
on both sides to get x = 1, but it is not possible. So given eq. has no roots.
on both sides to get x = 1, but it is not possible. So given eq. has no roots.∴ (a) is the correct answer.
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The equationhas (1984 - 2 Marks)a)no rootb)one rootc)two equal rootsd)infinitely many rootsCorrect answer is option 'A'. Can you explain this answer?
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