Word Problems: Velocity Components, Maximum Height, and Time of Flight
Angle-Launch Problems II — apply Viy = Visinθ and the kinematics equations to worked word problems: components, max height, and time of flight.
Rank the Vertical Velocity from Largest to smallest
Rank the horizontal displacement from least to greatest. Explain.
The football has 2 velocities. Which velocity is the football player matching?
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A projectile leaves ground at an angle of 60.° and a speed of 100. m/s.
(a) Find the initial vertical component of the object's velocity
θ = 60.°
Vi = 100. m/s
Viy = ?
(b) Find the object's maximum height
Viy = 86.6 m/s
ay = -9.81 m/s² (ascending)
dy(max) = ?
Vfy = 0 (at max height)
A rock is thrown from a cliff with initial speed of 40. m/s at an angle of 45.° below the horizontal.
(a) What is the vertical component of the initial velocity?
θ = 45.°
Vi = 40. m/s
Viy = ?
(b) If the rock strikes ground in 1.0 sec, what is the height of the cliff?
dy = ? (height)
ay = +9.8 m/s²
t = 1.0 sec
Viy = 28 m/s (from before)
A ball is fired from a launcher at 45.°, with Vix = Viy = 9.0 m/s. Elapsed time from launch to the peak of the path is 0.92 sec.
At Peak: Vx = ?
Total Time in Air?
What will the horizontal velocity of the baseball be just before it hits the ground?
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