[Solved] : Question 1289

Draw a flow chart and write function style script to calculate the flight of a ball Assume negligible air friction and ignore curvature of earth A ball thrown into air from any point on earth surface follow parabolic flight path Height of ball at any time after it is thrown is given by-y(t)=Yo+Vyot+1/2 gt^2 where Yo is the initial height of the object g is acceleration due to gravity Horizontal distance travelled as function of time after thrown-x(t)=Xo+Vxot Calculate range of ball for theta from 0 to 90

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Answer to : Question 1289

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