Question
A man tosses a penny up into the air above a 100 ft well with a velocity of 5 ft/sec. The penny leaves his hand at a height of 4 ft. How long will it take for the penny to reach the bottom of the well?
Answers
height of penny = -16t^2 + 5t + 4
to reach bottom of well, h = -100
-16t^2 + 5t + 4 = -100
16^2 - 5t -104 = 0
using the formula:
t = appr 2.7 or a negative, which we'll reject
to reach bottom of well, h = -100
-16t^2 + 5t + 4 = -100
16^2 - 5t -104 = 0
using the formula:
t = appr 2.7 or a negative, which we'll reject
Related Questions
A penny falls from a windowsill 25.0 m above the sidewalk. How fast is the penny moving when it stri...
A penny is dropped from a 300ft high bridge.
a. How long does it take for the penny to reach the...
A man stands at the top of a 27-m high building and throws a penny straight downward. If the penny...
A penny is dropped from the top of a 345 foot building. Time is being measured in seconds.
A.) Wr...