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In a movie scene involving a car chase, a car goes over the top of a ramp at A and lands at B below. Determine the speed of the car at A if the car is to cover distance d = 150 ft for α = 20◦ and β = 27◦ . Neglect aerodynamic effects.

In a movie scene involving a car chase, a car goes over the top of a ramp at A and lands at B below. Determine the speed of the car at A if the car is to cover distance d = 150 ft for α = 20◦ and β = 27◦ . Neglect aerodynamic effects.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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In a movie scene involving a car chase, a car goes over the top of a ramp
at A and lands at B below. Determine the speed of the car at A if the car is to cover
distance d = 150 ft for α = 20◦ and β = 27◦
. Neglect aerodynamic effects.

**Problem Statement: Car Jump Calculation** In a movie scene involving a car chase, a car goes over the top of a ramp at point A and lands at point B. Determine the speed of the car at point A if it is to cover the distance \( d = 150 \, \text{ft} \) for \( \alpha = 20^\circ \) and \( \beta = 27^\circ \). Neglect aerodynamic effects. **Diagram Explanation:** The diagram shows a car on a ramp at position A. The ramp appears to launch the car at an angle \( \alpha = 20^\circ \) relative to the horizontal. The angle \( \beta = 27^\circ \) is likely related to the incline or descent of the landing area or ground level. The horizontal distance between point A and point B, where the car lands, is labeled as \( d = 150 \, \text{ft} \). Your task is to calculate the initial speed required for the car to successfully land at point B, assuming there is no air resistance.
Transcribed Image Text:**Problem Statement: Car Jump Calculation** In a movie scene involving a car chase, a car goes over the top of a ramp at point A and lands at point B. Determine the speed of the car at point A if it is to cover the distance \( d = 150 \, \text{ft} \) for \( \alpha = 20^\circ \) and \( \beta = 27^\circ \). Neglect aerodynamic effects. **Diagram Explanation:** The diagram shows a car on a ramp at position A. The ramp appears to launch the car at an angle \( \alpha = 20^\circ \) relative to the horizontal. The angle \( \beta = 27^\circ \) is likely related to the incline or descent of the landing area or ground level. The horizontal distance between point A and point B, where the car lands, is labeled as \( d = 150 \, \text{ft} \). Your task is to calculate the initial speed required for the car to successfully land at point B, assuming there is no air resistance.
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