Given the function f, match the function g with a transformation of f.f(x) = x2 - 6, g(x) = x2 - 3
A. f(x) - 3
B. f(x + 3)
C. f(x - 3)
D. f(x) + 3
Answer: D
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Find all horizontal asymptotes of the given function, if any.R(x) = 
A. y = 0 B. y = -11, y = 3 C. y = -3 D. no horizontal asymptotes
Find the indicated series by the given operation.Show that by integrating term by term the expansion of - 
, the result is the expansion for 
A. 
= x2 + 
x4 + 
x6 + 
x8 + . . .
B. 
= -x2 + 
x4 - 
x6 + 
x8 - . . .
C. 
= x2 - 
x4 + 
x6 - 
x8 + . . .
D. 
= -x2 - 
x4 - 
x6 - 
x8 - . . .
Convert the angle to decimal degrees and round to the nearest hundredth of a degree.-102°18'46''
A. -102.30° B. -102.31° C. -102.35° D. -102.25°
Solve.The function 
models the duration of a storm, f(x), in hours, in terms of the diameter of the storm, x, in miles. Use a calculator to determine the duration of a storm with a diameter of 12 miles. Round to the nearest hundredth.
A. 41.57 hr B. 0.77 hr C. 0.24 hr D. 2.91 hr