In an effort to catch a criminal, a superhero must leap over a 340 foot tall building to make a shortcut down an alley. The function: f (t) = -16 +2 +150 t gives the superhero's height in feet as a function of time. How high does the superhero jump? (round to the nearest foot) Number ft Does the superhero make it over the build o Yes! The superhero clears the building by 11.6 ft! O No, the superhero is 11.6 feet shy of clearing the building... O No, the superhero crashes into the building 150 feet into the air... O No, the superhero can only jump half the height of the building... MacBook Air 4 Submit Assignment Quit & Save DII DD 17 Back Question Menu A Nex 含
In an effort to catch a criminal, a superhero must leap over a 340 foot tall building to make a shortcut down an alley. The function: f (t) = -16 +2 +150 t gives the superhero's height in feet as a function of time. How high does the superhero jump? (round to the nearest foot) Number ft Does the superhero make it over the build o Yes! The superhero clears the building by 11.6 ft! O No, the superhero is 11.6 feet shy of clearing the building... O No, the superhero crashes into the building 150 feet into the air... O No, the superhero can only jump half the height of the building... MacBook Air 4 Submit Assignment Quit & Save DII DD 17 Back Question Menu A Nex 含
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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In an effort to catch a criminal, a superhero must leap over a 340 foot tall building to make a
shortcut down an alley.
The function: f (t) = -16 +² +150 t gives the superhero's height in feet as a function of
time.
S4
$
How high does the superhero jump? (round to the nearest foot)
Number ft
Does the superhero make it over the build
o Yes! The superhero clears the building by 11.6 ft!
O No, the superhero is 11.6 feet shy of clearing the building...
O No, the superhero crashes into the building 150 feet into the air...
O No, the superhero can only jump half the height of the building...
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Transcribed Image Text:30
In an effort to catch a criminal, a superhero must leap over a 340 foot tall building to make a
shortcut down an alley.
The function: f (t) = -16 +² +150 t gives the superhero's height in feet as a function of
time.
S4
$
How high does the superhero jump? (round to the nearest foot)
Number ft
Does the superhero make it over the build
o Yes! The superhero clears the building by 11.6 ft!
O No, the superhero is 11.6 feet shy of clearing the building...
O No, the superhero crashes into the building 150 feet into the air...
O No, the superhero can only jump half the height of the building...
R
F
Q
V
%
5
I
F5
T
G
6
B
MacBook Air
C
F6
Y
H
&
7
N
8
F7
U
J
* 00
8
M
Submit Assignment Quit & Save
DII
F8
-
9
K
H
F9
O
- O
L
command
A
F10
P
II
1
Back Question Menu
option
a
F11
{
[
+ 11
=
1
11
F12
1
Next
de
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