A resident drops a drink off the 24th floor of a
hotel. Its flight is modeled by this equation...

Question

A resident drops a drink off the 24th floor of a 
hotel. Its flight is modeled by this equation s(t)=-16t^2+235. Find the 
following:
after dropping the drink the resident looks over 
the edge and sees someone on the 9th floor looking up. If the 9th floor 
is 88 feet above ground how long does it take for the drink to pass by?

How long does it take for the drink to hit the ground?

David · Accepted Answer

A resident drops a drink off the 24
th
 floor of a hotel. Its flight is modeled by the equation
   216 235.s t t    
 
After dropping the drink, the resident looks over the edge and sees someone on the 9
th
 floor 
looking up. If the 9
th
 floor is 88 feet above ground,

A resident drops a drink off the 24th floor of a hotel. Its flight is modeled by this equation s(t)=-16t^2+235. Find the following: after dropping the drink the resident looks over the edge and sees...

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