Q5 · General Aptitude · MCQ · 1 mark
The roots of
are real and positive. Here , , and are real.
Then
has
- (A)no roots
- (B)2 real roots
- (C)3 real roots
- (D)4 real roots
Answer (official key): D
Solution
For , , so the equation becomes:
It has two positive real roots.
For , let . Then and , so the equation again becomes:
This gives two negative real roots for .
Hence the equation has 4 real roots.
Therefore, the correct answer is Option D.



