A criminal is escaping across a rooftop and run off the roof horizontally, the horizontal distance between the two buildings is 3.4m and roof of the adjacent building is 2m below the jumping off point. What would be the maximum speed needed by the criminal?

there is no maximum speed.

Did you know?

Did you know that the maximum speed required by a criminal to successfully jump off a rooftop and land on the adjacent building depends on various factors? In this scenario, with a horizontal distance of 3.4m and the adjacent building's roof being 2m below the jumping off point, the criminal would need to have a sufficient horizontal velocity to cover the distance while also considering the vertical drop. By employing principles of projectile motion and utilizing appropriate calculations, one can determine the minimum speed necessary to avoid falling short or overshooting the landing spot. Understanding the physics behind such scenarios helps ensure accurate portrayals in action movies and provides insight into the complexities of real-life situations involving high-stakes escapes.