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M3U3D4 Warm Up Divide using Synthetic division: (2x ³ - 5x² + 3x + 7) /(x - 2) 2x² - x + 1 + 9/(x-2)
AXI 04 AXI 05 - Pragma BV · 2 3 s3 s2 s4 s6 4 16 17 18 19 23 22 t1 20 20A 21 20 1 s2 5 2x 14x 7x 26x 8x 16x 15x 6x 2x 4 x 60 3,5 x 30 3,5 x 40 3 x 16 4 x 55 4 x 60 A030.111.00 A030.112.00
· 2 cot 4x 2 tan x + sec x x2 cos 2x 1 + sin x cos x tan 4 3x cos 2x f'(x) = (x + cos x)2 — + COS — (it) — 2 — + COS 2. 8. 11. 14. 20. 1 — sin — cos 3x y — —cosec
2x + 8 = 32 6x - 6 = 12 a) x = 12 b) x = 3 21 = 2x + 6 10x – 30 = 100 c) x = 7.5 d) x = 13.
Warm-up 1. 5x + 4(x – 1) = 17 2. 5(x+2) = 3(x – 6) 3. 4. 5. 2x – 4(x+1) = 2x + 20.
76113...12 20 1x 2x 13 21 4x 14 22 1x 2x 15 1 2 23 1x 1x 16 1 2 3 2 24 4x 2x 2x 17 1 2 3 2x 25 26 2x 18 2x 27 2x 2x 19 1 2 2x 28 2x 20 29 4x 21 30 2x 22 31 2x 23 2x 2x 32 …
CHAPTER 9 - · PDF filex 8 3 2 192 x2 256 2x 16 21 x 441 x2 841 20 2x 29 13 x 13 x 9 x 2 23 41 x 1681 x2 1600 x2 9 240 x 3 5 2 45 36 2 81 2x 9 ... Chapter 9 Worked-out Solution
J - s3.amazonaws.com fileProblem Set 80 22. y = x + sin x + arctan (X2) + e" csc (2x) cos x dy = dx cos x(l + cos x) - (x + sin x)(-sin x) cos2 x + 2 ~ + e X[-2 csc (2x) cot (2x)]