Solve the problem.The rate of a continuous money flow starts at $1000 and decreases exponentially at 4% per year for 10 years. Find the present value if interest is earned at 2% compounded continuously.
A. $30,368.65
B. $13,701.98
C. $25,813.53
D. $7519.81
Answer: D
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Determine an appropriate domain of the function. Identify the independent and dependent variables.A cylindrical water tank with a radius of 12 feet and a height of 66 feet is filled to a height of h. The volume V of water (in cubic feet) is given by the function g(h) = 144?h.
A. D = [0, 9504?] The independent variable is V. The dependent variable is h. B. D = [0, 66] The independent variable is V. The dependent variable is h. C. D = [0, 66] The independent variable is h. The dependent variable is V. D. D = [0, 144] The independent variable is h. The dependent variable is V.
Find the equation of the axis of symmetry.f(x) = (x + 3)2 + 6
A. y = -6 B. x = 3 C. x = -3 D. y = 6
Find the trigonometric function value of angle ?. Use a calculator if necessary.cos ? = -0.65605903, with ? in quadrant IIFind tan ?.
A. 1.1503684 B. 1.8230051 C. -1.1503684 D. -1.8230051
Evaluate the integral.