88. Temperature An object at a temperature of 160C was removed from a furnace and placed in a room at 20°C. The temperature T of the object was measured cach hour h and recorded in the table. A model for the data is T = 20 + 140e-06N. DATA Hour, h Temperature, T 160° 1 90° 56° 3 38° 4 29° 24° (a) The figure below shows the graph of the model. Use the graph to identify the horizontal asymptote of the model and interpret the asymptote in the context of the problem. 160 140 120+ 100 60- 40+ 20- Hour (b) Use the model to approximate the time it took for the object to reach a temperature of 100°c. Temperature (in degrees Celsius) poprads wOsnnomapoar

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
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Author:Carter
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Chapter2: Linear Equations
Section2.7: Litereal Equations And Dimensional Analysis
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. Temperature An object at a temperature of 160°C
was removed from a furnace and placed in a room at
20°C. The temperature T of the object was measured
each hour h and recorded in the table. A model for the
data is

88. Temperature An object at a temperature of 160C
was removed from a furnace and placed in a room at
20°C. The temperature T of the object was measured
cach hour h and recorded in the table. A model for the
data is
T = 20 + 140e-06N.
DATA
Hour, h
Temperature, T
160°
1
90°
56°
3
38°
4
29°
24°
(a) The figure below shows the graph of the model.
Use the graph to identify the horizontal asymptote
of the model and interpret the asymptote in the
context of the problem.
160
140
120+
100
60-
40+
20-
Hour
(b) Use the model to approximate the time it took for
the object to reach a temperature of 100°c.
Temperature
(in degrees Celsius)
poprads
wOsnnomapoar
Transcribed Image Text:88. Temperature An object at a temperature of 160C was removed from a furnace and placed in a room at 20°C. The temperature T of the object was measured cach hour h and recorded in the table. A model for the data is T = 20 + 140e-06N. DATA Hour, h Temperature, T 160° 1 90° 56° 3 38° 4 29° 24° (a) The figure below shows the graph of the model. Use the graph to identify the horizontal asymptote of the model and interpret the asymptote in the context of the problem. 160 140 120+ 100 60- 40+ 20- Hour (b) Use the model to approximate the time it took for the object to reach a temperature of 100°c. Temperature (in degrees Celsius) poprads wOsnnomapoar
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