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5 questions
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  • Q1
    What variables are given in the situation above?
    Question Image
    angle=60*, v(ix)=12.5m/s, v(iy)=21.7m/s
    angle=60*, v(ix)=21.7m/s, v(iy)=21.7m/s
    angle=60*, v(ix)=12.5m/s, v(iy)=12.5m/s
    angle=60*, v(ix)=21.7m/s, v(iy)=12.5m/s
    120s
    112.39.c.4.c
  • Q2
    What equation can be used to determine how long the ball will take to land?
    Question Image
    d=v(i)*t+(1/2)at^2
    dy=(1/2)gt^2
    a=(vf-vi)/t
    d(x)=v(x)*t
    120s
    112.39.c.4.c
  • Q3
    Refer to the above information and diagram. What position will have the smallest magnitude of vertical velocity?
    Question Image
    B
    A
    C
    Same at all
    120s
    112.39.c.4.c
  • Q4
    How long does the baseball take to land (assume no air resistance)?
    Question Image
    4.4s
    3.5s
    2.2s
    9.8s
    120s
    112.39.c.4.c
  • Q5
    What would a velocity vs. time graph for the horizontal component of the ball’s motion.
    Question Image
    Flat line
    Curved line with negative decreasing slope
    Straight line with positive constant slope
    Straight line with negative constant slope
    120s
    112.39.c.4.c

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