(4) If the equation f (x) = (a + b – c) x² + (b + c – a)x
+(c + a-b)=0 has only one root i.e., 1, then the value
3b + á<

(4) If the equation f (x) = (a + b – c) x² + (b + c – a)x
+(c + a-b)=0 has only one root i.e., 1, then the value
3b + á
is
of
C
0
(b)-1
(d) 2

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1 thought on “(4) If the equation f (x) = (a + b – c) x² + (b + c – a)x<br />+(c + a-b)=0 has only one root i.e., 1, then the value<br />3b + á<”

  1. Step-by-step explanation:

    (4) If the equation f (x) = (a + b – c) x² + (b + c – a)x

    +(c + a-b)=0 has only one root i.e., 1, then the value

    3b + á

    is

    of

    C

    0

    (b)-1

    (d) 2

    Reply

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