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Multiple choice

$x^2-(m-3)x+m=0::(m \in R)$ be a quadratic equation. Find the value of $m$ for which both roots are real and distinct:

  1. $(-1,1)$
  2. $(-\infty,-1)U(9,\infty)$
  3. $(-\infty,-4)U(12,\infty)$
  4. $(-4,3)U(5,\infty)$
Reveal answer Fill a bubble to check yourself
B Correct answer

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