A right circular cylinder is inscribed in a sphere of radius r = 5cm. Find the largest possible surface area of such a cylinder. Round the result to the nearest hundredth.
a. 157.08
b. 177.08
c. 187.08
d. 167.08
e. 197.08
a. 157.08
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Solve triangle ABC. Round side lengths and angle measures to the nearest tenth when necessary.a = 8.1, b = 13.4, c = 15.3
A. A ? 29.9°, B ? 61.0°, C ? 89.1° B. A ? 33.9°, B ? 59.0°, C ? 87.1° C. No triangle exists. D. A ? 31.9°, B ? 61.0°, C ? 87.1°
Factor completely.25x2 + 9
A. (5x + 3)(5x - 3) B. (5x + 3)2 C. prime D. (5x - 3)2
Use Euler's method to approximate the indicated function value to three decimal places using 
= 
; y(0) = 2; find y(0.3)
A. 2.030 B. 2.024 C. 2.015 D. 2.005
Find the zeros of the polynomial function and state the multiplicity of each.f(x) = 3(x + 9)2(x - 9)3
A. 4, multiplicity 1; -9, multiplicity 3; 9, multiplicity 3 B. -9, multiplicity 2; 9, multiplicity 3 C. 4, multiplicity 1; 9, multiplicity 1; -9, multiplicity 1 D. -9, multiplicity 3; 9, multiplicity 2