Recent content by app_pp

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    Can All Coefficients 'a' and 'b' Be Roots in Their Own Set of Quadratics?

    Well there are no other restraints. Only all the values of a and b are different. I assume that both complex and real numbers are possible. The answer to your second question I was having difficulty with N>3 is because there are not fixed 'positions' for each value
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    Can All Coefficients 'a' and 'b' Be Roots in Their Own Set of Quadratics?

    1. Homework Statement : We have 'n' quadratics is the form x^2 +a[SIZE="1"]ix+b[SIZE="1"]i All values of A and b are different. Is it possible to have all values of A and B as the roots of the n quadratics 2. The attempt at a solution: Well. I know that all values of 'a' and 'b' must (if...
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    Consequences of Uniform Velocity: A Bus Collision

    Maybe something to do with the energy transfer, K.E.=1/2* m*v^2
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