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c^2+4c-m^2=0

(how many real solutions)
(explain why the discriminant is positive for n )

if (v) is not equal to 0 and (b) is not equal to 0 and v^2+2vb+b^2 what is the ratio of v to b

2007-04-10 07:22:41 · 1 answers · asked by fbi_lysu9 1 in Science & Mathematics Mathematics

1 answers

1). The discriminant is 16 + 4m².
Since m² is always nonnegative, the
minimum value of this expression is 16, so
it's always positive. So your equation always
has 2 real solutions.

2). v²+2bv+b² = (v+b)², but the right side
of your equation is missing. Can't determine
such a ratio from the equation given. Sorry!

2007-04-10 07:56:09 · answer #1 · answered by steiner1745 7 · 0 0

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