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SEAMO 2027 - Paper E - SET 06 - Self-study Question 6

SEAMO · SEAMO 2027 - Paper E - SET 06 - Self-study

Question 6

It is given that $m$ is a real number not less than $-1$, such that the equation in $x$, $x^2+2(m-2)x+m^2-3m+3=0$, has two distinct real roots $x_1,x_2$. If $x_1^2+x_2^2=6$, find $m$.
  1. $1$
  2. $\sqrt2$
  3. $\sqrt{17}$
  4. $8$
  5. None of the above