A flower pot is knocked off a window ledge from a height d = 22.0 m above the sidewalk as shown in the figure below. It falls toward an unsuspecting man of height h = 1.72 m who is standing below. Assume the man requires a time interval of Δt = 0.300 s to respond to the warning. How close to the sidewalk can the flower pot fall before it is too late for a warning shouted from the balcony to reach the man in time?
Previous answer is almost correct. Question is asking for distance from sidewalk so you must add the height of the man (1.72 m) to the final height. This results in the final answer of 8.32 m.
A flower pot is knocked off a window ledge from a height d = 22.0 m...
A flowerpot is knocked off a balcony 23.9 m above the sidewalk and falls toward an unsuspecting 1.93 m tall man who is standing below. How close to the side walk can the flower pot fall before it is too late for a warning shouted from the balcony to reach the man in time? Assume that the man below requires 0.138 s to respond to the warning, and the velocity of sound in air to be 341 m/s. The acceleration...
A flowerpot is knocked off a balcony 26.7 m above the sidewalk and falls toward an unsuspecting 1.76 m tall man who is standing below. How close to the side walk can the flower pot fall before it is too late for a warning shouted from the balcony to reach the man in time? Assume that the man below requires 0.296 s to respond to the warning, and the velocity of sound in air to be 341 m/s. The acceleration...
problems #2 and #3 please! steps included would be helpful
pointa l y Notea Aak Your flower put k ocked та wn dow ledge rom d he grita 22 O m above the sidewalk as shown in e figure be ow lt falls ward an unsuspecting m an o height h 1,72 m who is s ar n below Assume the man requires a rme interval Δ 0 300 s o espond to e nar ning How dose to the...
A steel ball is dropped from a building's roof and passes a window, taking 0.210 s to fall from the top to the bottom of the window, a distance of 1.80 m. It falls to a sidewalk and bounces back pass the window, moving from bottom to top in 0.210 s. Assume that the upward flight is an exact reverse of the fall. The time the ball spends below the bottom of the window is 3.00s. a) How tall is...