A ball is fired with a velocity of V=5.35 m/s. The height (vertically) from the top of the ramp to the edge of a cliff it is sitting on is h';=0.120m. The ball lands in a bucket 3.43m away and H=0.780m below the edge of the cliff. The angle of trajectory should be 23.6degrees and 51.7degrees. Knowing Atan^2[theta] + Btan[theta] + C = 0, express the coefficients of the quadratic equation (a, b, and c) symbolically.

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