Find the function that satisfies dF dt = kF . List the answer in terms of 
What will be an ideal response?
You might also like to view...
Solve the problem.The base of the closed cubelike surface is the unit square in the xy-plane. The four sides lie in the planes 
, x = 1, y = 0, and y = 1. The top is an arbitrary smooth surface whose identity is unknown. Let 
and suppose the outward flux through the side parallel to the yz-plane is 1 and through the side parallel to the xz-plane is -5. What is the outward flux through the top?
A. 0 B. -4 C. Not enough information to determine D. 4
Solve the problem.Suppose that in a population growing according to the logistic growth model we have 
and 
Then 
A. 2.
B. 
.
C. 
.
D. 
.
E. none of these
Find the domain of the function.f(x) = log(x - 9)
A. (9, ?) B. (0, ?) C. (1, ?) D. (-9, ?)
Find all cube roots of the complex number. Leave answers in trigonometric form.-125i
A. 5 cis 90°, 5 cis °210, 5 cis 330° B. 5 cis 30°, 5 cis °60, 5 cis 90° C. 5 cis 90°, 5 cis °180, 5 cis 270° D. 5 cis °210, , 5 cis 270°, 5 cis 330°