A person on a bridge 130 feet above the ground drops his cell phone (see picture). The height of the falling cell phone is modeled by Height = - 16t + 8t + 130 where the Height is measured in feet and the time t is measured in seconds. 130 feet Cell Phone h(t) feet How many seconds will it take the cell phone to hit the ground? t = seconds (round to 3 decimal places.)

Elementary Algebra
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Author:Lynn Marecek, MaryAnne Anthony-Smith
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Chapter3: Math Models
Section3.5: Solve Uniform Motion Applications
Problem 3.104TI: Phuong left home on his bicycle at 10:00. He rode on the flat street until 11:15, then rode uphill...
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A person on a bridge 130 feet above the ground drops his cell
phone (see picture). The height of the falling cell phone is
modeled by
Height
- 16t + 8t + 130
where the Height is measured in feet and the time t is
measured in seconds.
130 feet
Cell
Phone
h(t) feet
How many seconds will it take the cell phone to hit the
ground?
t =
seconds (round to 3 decimal
places.)
Transcribed Image Text:A person on a bridge 130 feet above the ground drops his cell phone (see picture). The height of the falling cell phone is modeled by Height - 16t + 8t + 130 where the Height is measured in feet and the time t is measured in seconds. 130 feet Cell Phone h(t) feet How many seconds will it take the cell phone to hit the ground? t = seconds (round to 3 decimal places.)
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