Solve the problem.Approximate the area under the graph of f(x) = x2 + 2 from 1 to 4 by partitioning the interval into 6 subintervals of equal length and choosing t to be the right endpoint.
A. 28.88
B. 24.88
C. 26.88
D. 30.88
Answer: D
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For the pair of functions, find the indicated domain.f(x) = 4x - 4, g(x) = Find the domain of f + g.
A. (-?, -2) or (-2, ?) B. (-?, ?) C. (-?, -8) or (-8, ?) D. (0, ?)
Round the number to the nearest tenth.349.826
A. 349.82 B. 349.826 C. 349.83 D. 349.8
Evaluate.(-1)15
A. 15 B. -15 C. 1 D. -1
Two sides and an angle are given. First, determine whether the given information results in no triangle, one triangle, or two triangles. Solve each resulting triangle.a = 7, b = 9, B = 49°
A. no triangle B. one triangle; A = 76.01°, C = 54.99°, c = 7.60 C. two triangles; A1 = 76.01°, C1 = 54.99°, c1 = 7.60 or A2 = 103.99°, C2 = 27.01, c2 = 12.14 D. one triangle; A = 35.94°, C = 95.06°, c = 11.88