Roots of the equation x^2 + bx + 45 = 0, b in R lie on the curve |z + 1| = 2sqrt(10) , where z i...

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Roots of the equation x^2 + bx + 45 = 0, b in R lie on the curve |z + 1| = 2sqrt(10), where z is... Roots of the equation x^2 + bx + 45 = 0, b in R lie on the curve |z + 1| = 2sqrt(10), where z is...
If the equation x^2+bx+45=0 ,(b€R) has conjugate complex roots and satisfy |z+1|=2√10 , then If the equation x^2+bx+45=0 ,(b€R) has conjugate complex roots and satisfy |z+1|=2√10 , then
If the equation x2 + bx + 45 = 0(b ∈ R) has conjugate complex roots and they satisfy |z+1| = 2√10... If the equation x2 + bx + 45 = 0(b ∈ R) has conjugate complex roots and they satisfy |z+1| = 2√10...
If the equation, x^2+b x+45=0(b ∈ R) has conjugate complex roots and they satisfy |z+1|=2 √(10), ... If the equation, x^2+b x+45=0(b ∈ R) has conjugate complex roots and they satisfy |z+1|=2 √(10), ...
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