Find all vertical asymptotes of the given function.f(x) = 
A. x = 0, x = -5, x = 5
B. x = -5, x = 5
C. x = -25, x = -11
D. x = 0, x = -25
Answer: D
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Solve the problem.Imagine a large tank with cross-sectional area A. The bottom of the tank has a circular drain with cross-sectional area a. Assume the tank is initially filled with water to a height h(0) = H. The height of the water as it flows out of the tank is described by the equation 
where 
and 
is the acceleration due to
gravity. Find the water height function for 
Then determine the approximate time at which the tank is first empty. If necessary, round to two decimal places.
A. h(t) = (1.4 - 0.2t
)2; 2.24
B. h(t) = (1.4 - 0.2t
)2; 1.58
C. h(t) = (1.4 - 0.1t
)2; 4.47
D. h(t) = (1.4 - 0.1t
)2; 3.16
Determine whether the statement is true or false.A prime number may have one or two different natural number factors but may not have more than two different natural number factors.
A. True B. False
Convert as indicated.815.7 mm to decimeters
A. 81.57 dm B. 8.157 dm C. 0.8157 dm D. 81,570 dm
Provide an appropriate response.Determine where the function 
is continuous.
A. (-3, 2) ? (2, ?) B. (-?, -3) C. (-?, -3) ? (-3, 2) D. (-?, -3) ? (-3, 2) ? (2, ?)