Dock diving is a great form of athletic competition for dogs of all shapes and sizes. Sheba, the American Pit Bull Terrier, runs and jumps off the dock with an initial speed of 9.22 m/s at an angle of 23° with respect to the surface of the water. (Assume that the +x axis is in the direction of the run and the +y axis is up.) (a) If Sheba begins at a height of 0.88 m above the surface of the water, through what horizontal distance does she travel before hitting the surface of the water? m (b) Write an expression for the velocity of Sheba, in component form, the instant before she hits the water. (Express your answer in vector form.) V = m/s (c) Determine the peak height above the water reached by Sheba during her jump. m

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Chapter1: Units, Trigonometry. And Vectors
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Dock diving is a great form of athletic competition for
dogs of all shapes and sizes. Sheba, the American Pit
Bull Terrier, runs and jumps off the dock with an initial
speed of 9.22 m/s at an angle of 23° with respect to the
surface of the water. (Assume that the +x axis is in the
direction of the run and the +y axis is up.)
(a) If Sheba begins at a height of 0.88 m above
the surface of the water, through what
horizontal distance does she travel before
hitting the surface of the water?
m
(b) Write an expression for the velocity of
Sheba, in component form, the instant before
she hits the water. (Express your answer in
vector form.)
V =
m/s
(c) Determine the peak height above the water
reached by Sheba during her jump.
m
Transcribed Image Text:Dock diving is a great form of athletic competition for dogs of all shapes and sizes. Sheba, the American Pit Bull Terrier, runs and jumps off the dock with an initial speed of 9.22 m/s at an angle of 23° with respect to the surface of the water. (Assume that the +x axis is in the direction of the run and the +y axis is up.) (a) If Sheba begins at a height of 0.88 m above the surface of the water, through what horizontal distance does she travel before hitting the surface of the water? m (b) Write an expression for the velocity of Sheba, in component form, the instant before she hits the water. (Express your answer in vector form.) V = m/s (c) Determine the peak height above the water reached by Sheba during her jump. m
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