Use a CAS integration utility to evaluate the triple integral of the given function over the specified solid region.
over the rectangular solid 
, 
, 
A. 216
B. 288
C. 1296
D. 432
Answer: D
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Approximate the area under the curve and above the x-axis using n rectangles. Let the height of each rectangle be given by the value of the function at the right side of the rectangle.f(x) = 2x3 - 1 from x = 1 to x = 6; n = 5
A. 875 B. 850 C. 800 D. 825
Determine the slope and y-intercept for the equation.y = -8
A. slope: m = 0; y-intercept: b = -8 B. slope: m = 1; y-intercept: b = -8 C. slope: m = -8; y-intercept: b = 0 D. slope: m = 0; no y-intercept
Represent the quantity by an integer.finding 38 cents
A. -38 B. 38
Find the rectangular coordinates of the point given in polar coordinates. Round your results to two decimal places.
?
?
A. Rectangular coordinates: (7.61,0.07) B. Rectangular coordinates: (7.61,-7.61) C. Rectangular coordinates: (-2.47,-7.61) D. Rectangular coordinates: (-2.47,7.61) E. Rectangular coordinates: (-2.47,0.07)