[ 1. Suppose you are in a hot air balloon that is rising vertically into the air. The altitude s (i a function of (time, in seconds) by: 100 + 200 s(1) = 0.12 + 5t + 60' 120 Determine the altitude of the balloon at 70 seconds. How fast in the balloon rising at 70 s(70) = -10 I| 2. The temperature of the air T (in "F) is given in terms of altitude s by the oquation T(s) = 60 – 0.00005,". Determine the temperature and how fast is it changing (per foot) at an altitude of 560 ft. T(560) = [I 3. How is the temperature changing with time at 70 seconds as you rise up with the hot air
[ 1. Suppose you are in a hot air balloon that is rising vertically into the air. The altitude s (i a function of (time, in seconds) by: 100 + 200 s(1) = 0.12 + 5t + 60' 120 Determine the altitude of the balloon at 70 seconds. How fast in the balloon rising at 70 s(70) = -10 I| 2. The temperature of the air T (in "F) is given in terms of altitude s by the oquation T(s) = 60 – 0.00005,". Determine the temperature and how fast is it changing (per foot) at an altitude of 560 ft. T(560) = [I 3. How is the temperature changing with time at 70 seconds as you rise up with the hot air
Chapter3: Functions
Section3.4: Composition Of Functions
Problem 97SE: The number of bacteria in a refrigerated food product is given by N(T)=23T256T+1,3T33 ,where T is...
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![[I] 1. Suppose you are in a hot air balloon that is rising vertically into the air. The altitude s (in feet) is given as
a function of t (time, in seconds) by:
100 + 200r
s(1) =
120
0.17 + 51 + 60
Determine the altitude of the balloon at 70 seconds. How fast in the balloon rising at 70 seconds?
s(70) =
di l-70
[IJ 2. The temperature of the air T (in "F) is given in terms of altitude s by the equation
T(s) = 60 – 0.00005,?.
Determine the temperature and how fast is it changing (per foot) at an altitude of 560 ft.
T(560) =
[1] 3. How is the temperature changing with time at 70 seconds as you rise up with the hot air balloon?
di](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F57e9c534-335f-4494-9b33-f113c27133f2%2F1d97403c-cc42-461b-b751-424b87fe533b%2Fsbomvqw_processed.png&w=3840&q=75)
Transcribed Image Text:[I] 1. Suppose you are in a hot air balloon that is rising vertically into the air. The altitude s (in feet) is given as
a function of t (time, in seconds) by:
100 + 200r
s(1) =
120
0.17 + 51 + 60
Determine the altitude of the balloon at 70 seconds. How fast in the balloon rising at 70 seconds?
s(70) =
di l-70
[IJ 2. The temperature of the air T (in "F) is given in terms of altitude s by the equation
T(s) = 60 – 0.00005,?.
Determine the temperature and how fast is it changing (per foot) at an altitude of 560 ft.
T(560) =
[1] 3. How is the temperature changing with time at 70 seconds as you rise up with the hot air balloon?
di
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