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5 questions
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  • Q1
    Identify the variables given in the situation above.
    Question Image
    v(x)=12.5m/s, v(iy)=12.5m/s
    v(x)=21.7m/s, v(iy)=21.7m/s
    v(x)=12.5m/s, v(iy)=21.7m/s
    v(x)=21.7m/s, v(iy)=12.5m/s
    120s
    112.39.c.4.c
  • Q2
    To find the horizontal displacement, we need to first find time. What equation is necessary to solve for time?
    Question Image
    a=(v(f)-v(i))/t
    d(y)=(1/2)gt^2
    d(x)=v(x)t
    120s
    112.39.c.4.c
  • Q3
    Refer to the information and diagram above. The student would like to increase the flight time of the baseball without changing the angle the ball is released. What can the student do to increase the flight time of the ball? (no air resistance)
    Question Image
    Increase the mass of the ball
    Decrease the mass of the ball
    Decrease the velocity of the ball
    Increase the velocity of the ball
    120s
    112.39.c.4.c
  • Q4
    Calculate the horizontal displacement as the ball reaches peak height.
    Question Image
    d(x)=27.7m
    d(x)=55.4m
    d(x)=9.8m
    d(x)=11.35m
    120s
    112.39.c.4.c
  • Q5
    What would a vertical displacement vs. horizontal displacement graph look like?
    Question Image
    Straight line with positive slope
    Curved line approaching the reference point
    Straight line with negative slope
    Curved line leaving the reference point
    120s
    112.39.c.4.c

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