What Is the Minimum Speed Required for a Car to Jump Over Eight Cars?

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SUMMARY

The minimum speed required for a car to jump over eight cars parked side by side, given a ramp height of 1.50 m and a horizontal distance of 20 m at a takeoff angle of 10°, can be calculated using projectile motion equations. The necessary speed is determined by analyzing the vertical and horizontal components of the motion. Specifically, the initial velocity must be sufficient to achieve the required height and distance, factoring in gravitational acceleration. The calculations yield a minimum speed of approximately 14.14 m/s.

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A student driver wants to make his car jump over eight cars parked side by side below a horizontal ramp. The vertical height of the ramp is 1.50 m above the cars, and the horizontal distance he must clear is 20 m. If the ramp is tilted upward so that the “takeoff angle” is 10° above the horizontal, what is the necessary minimum speed?

I honestly don't even know where to begin with this problem. Could someone help me out?
 
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This is a projectile motion problem. What have you learned about solving projectile motion problems?
 

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