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Product of the real roots of the equation t2x2 + ∣x∣ + 9 = 0
  • a)
    is always +ve
  • b)
    is always -ve
  • c)
    does not exist
  • d)
    none of these
Correct answer is option 'A'. Can you explain this answer?
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Product of the real roots of the equation t2x2 + ∣x∣ + 9 =...
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Product of the real roots of the equation t2x2 + ∣x∣ + 9 =...
If the equation is compared to ax²+bx+c then a, b, c all are positive. Since all are positive therefore both the roots of the equation will be negative. Multiplying both the roots will always be a positive term
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Product of the real roots of the equation t2x2 + ∣x∣ + 9 = 0a)is always +veb)is always -vec)does not existd)none of theseCorrect answer is option 'A'. Can you explain this answer?
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