A toy car is driven horizontally off of a level platform at the top of a ramp as shown. The velocity of the car just as it leaves the ramp is 3.26 m/s. The angle of the ramp with respect to the horizontal direction, theta, is 34.7 °.
How far does the car travel horizontally before landing on the ramp?
How long is the car in the air?
What is the magnitude of the car's velocity just before it lands on the ramp?
Standard kinematics equations.
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