For what values of m will the equation x2 – 2x(1 + 3m) +7(3 + 2m) = 0 have equal roots?
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Given that the equation x
2
−2x(1+3m)+7(3+2m)=0 have equal roots.
The given equation have equal roots only if the discriminant is zero
⇒b
2
−4ac=(2+6m)
2
−4(21+14m)=0
⇒4+36m
2
+24m−56m−84=0
⇒36m
2
−32m−80=0
⇒9m
2
−8m−20=0
⇒m=2,−
9
10
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