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I solved this problem by solving: Quadratic equation...
q= ( L+(time*p)) * (L+(time*p)); (L+t*p) * (L+t*p) = q q = L^2 + 2*L*t*p + t^2*p^2; q - L^2 = 2*L*t*p + t^2*p^2; q - L^2 = 2*L*t*p + t^2*pS; (a)*t^2 + (b)*t - (c) = 0; //quadratic equation....
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Sherlock and Moving Tiles
You are viewing a single comment's thread. Return to all comments →
I solved this problem by solving: Quadratic equation...
q= ( L+(time*p)) * (L+(time*p)); (L+t*p) * (L+t*p) = q q = L^2 + 2*L*t*p + t^2*p^2; q - L^2 = 2*L*t*p + t^2*p^2; q - L^2 = 2*L*t*p + t^2*pS; (a)*t^2 + (b)*t - (c) = 0; //quadratic equation....