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7. At this point you now know information about both the horizontal and the vertical components of the projectile's velocity. In the space below,

 

 


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7. At this point you now know information about both the horizontal and the vertical components of the projectile's velocity. In the space below, draw a diagram of the vector components of Vx and Vf.y using tip-to-tail method. 8. To the diagram that you drew above, draw in the resultant vector, vf and the angle, 0. 9. Using your knowledge of vectors and trigonometry, in the space below, calculate VF and 0. (at this point, the rest of table at the beginning of this section can be filled out) 10. Using words, describe the trajectory of a horizontally launched projectile. How do the kinematic values change over time in the horizontal (x) dimension? How do the kinematic values change over in the vertical (y) dimension? What did this actually look like when the projectile was fired? Why do you think the trajectory looks the way that it does?

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