Solve the problem.A population bureau projects that the approximate population of a certain city will grow according to the function: f(x) = 124,000(2)0.0134xwhere x = 0 represents the year 2000, x = 25 represents 2025 and so on. According to this model what will the population of the city be in the year 2025?
A. 1,264,364
B. 83,080
C. 156,411
D. 189,035
Answer: C
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Find the area of the surface generated by revolving the curves about the indicated axis.x = sin t, y = 5 + cos t, 0 ? t ? 2?; x-axis
A. 20?2 B. 15?2 C. 5?2 D. 30?2
Expand.(2x + 4)4
A. (4x2 + 8x + 16)4 B. 64x4 + 512 x3 + 384x2 + 2048x + 256 C. 16x4 + 128x3 + 384x2 + 512x + 256 D. 16x3 + 128x2 + 384x + 512
Solve the problem.A computer company invested a total of $400 million in research and development in its scanners and video digitizers. If the amount the company spent on research and development on scanners was $146 million more than was spent on research and development on its video digitizers, how much in fact did the company spend on research and development on its scanners?
A. $200 million B. $273 million C. $127 million D. $400 million
Perform the indicated operation.(-12a5 + 3a3) - (9a5 + 15a3)
A. -21a5 + 18a3 B. -3a5 + 18a3 C. -21a5 - 12a3 D. -33a8