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How do I get the equation on the second page from the two equations on the first page? Download Page of 5 ZOOM Calculating the path Once a projectile is launched its motion is completely determined by its initial velocity (speed and direction) and the acceleration of gravity. Thus, once the bean bag leaves the player hand the success of the throw is determined no matter how much they may try and will the bag through the hole. The motion of the projectile is given by ()o)t y(t)gt2+vo sin(0) t Where vo and q are the magnitude and angle Vo with respect to the horizontal, g-9.8 m/s? is Lthe acceleration of gravity and the particle starts at x-0 and y 0. When calculating the path of the particle we are not interested in the time but only in how high the particle is as it moves in the x-direction. We would like to know y(x) rather than y(t) and x(t) individually. By using one of the above equation to solve for time and substuting this into the other we can show that gx2 2vbcosan() y(x)- Task 1: Derive the above expression starting from x(t) and y(t)

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We will get value of t from equation 1 and put in equation 2.in eguaten CGi) キx.tane

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