Check Point 9 Use the data points (317, 57.04) and (354, 57.64), shown, but not labeled, in Figure 1.50(b) on the previous page to obtain a linear function that models average global temperature, f ( x ), for an atmospheric carbon dioxide concentration of x parts per million. Round m to three decimal places and b to one decimal place. Then the function to project average global temperature at a concentration of 600 parts per million. FIGURE 1.50(a) Source: National Oceanic and Atmospheric Administration FIGURE 1.50(b)
Check Point 9 Use the data points (317, 57.04) and (354, 57.64), shown, but not labeled, in Figure 1.50(b) on the previous page to obtain a linear function that models average global temperature, f ( x ), for an atmospheric carbon dioxide concentration of x parts per million. Round m to three decimal places and b to one decimal place. Then the function to project average global temperature at a concentration of 600 parts per million. FIGURE 1.50(a) Source: National Oceanic and Atmospheric Administration FIGURE 1.50(b)
Solution Summary: The author calculates the linear function that models the average global temperature using the data points f(x)=0.0162x+51.94, and uses the function to project the temperature at a
Check Point 9 Use the data points (317, 57.04) and (354, 57.64), shown, but not labeled, in Figure 1.50(b) on the previous page to obtain a linear function that models average global temperature, f (x ), for an atmospheric carbon dioxide concentration of x parts per million. Round m to three decimal places and b to one decimal place. Then the function to project average global temperature at a concentration of 600 parts per million.
FIGURE 1.50(a)
Source: National Oceanic and Atmospheric Administration
j)
f) lim
x+x ex
g) lim Inx
h) lim x-5
i) lim arctan x
x700
lim arctanx
811x
4. Evaluate the following integrals. Show your work.
a)
-x
b) f₁²x²/2 + x² dx
c) fe³xdx
d) [2 cos(5x) dx
e) √
35x6
3+5x7
dx
3
g) reve
√ dt
h) fx (x-5) 10 dx
dt
1+12
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