Solve the problem.The population(in thousands) of a small town is modeled by the function P(t) = 
, t ? 0. The point of inflection occurs at a time when the rate of increase of the population is beginning to slow down. At what time does the point of inflection occur?
A. t = 34.5
B. t = 27.6
C. t = 23.0
D. t = 18.4
Answer: C
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Solve the problem.Find an equation for the level surface of the function f(x, y, z) = 
d? - 
dt that passes through the point (0, ln 10, ln 5) .
A. ey - ez + 
= 5
B. ey + ez - 
= -5
C. ey + ez - 
= 5
D. ey - ez + 
= -5
Solve the equation. Round to the nearest thousandth.4e2x - 5 = 20
A. {2.874} B. {12.500} C. {-1.695} D. {3.305}
Solve the problem.Let the demand and supply functions be represented by D(p) and S(p), where p is the price in dollars. Find the equilibrium price and equilibrium quantity for the given functions.D(p) = 2240 - 70pS(p) = 210p - 560
A. $10; 1540 B. $13; 1330 C. $13; 1540 D. $20; 840
Add.( 
- 
+ 
variablename="impvar_5471c2037e5849c08b06feea8" class="wirisformula" /> ) + ( 
- 
+ 
) + ( 
- 
)
What will be an ideal response?