6.1 Notes.pdf - S 6.1 — Area Between Curves K W\M\r~\r‘...

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Unformatted text preview: S 6.1 — Area Between Curves K W\M(\r~\\r‘ P03; waVQ-«\OP 0‘ :OY‘MU‘AW 4’0 %\A3\ \AfiQ” (Hm \oLtWHT‘x Arum («WWW - Ox Ct ‘0 dot a New. oi >4\\10\\\Aqg 'w'§\\§QW \i\\"0 \JQF‘t’u ‘R‘ ». . «M sham 0 o\ E: b “Rem. 03% (X Shim R Arm (R DPQGWQ L (R hiixiwi'fixwm ._. (xix up MVL Y‘QJC\>Q(\(§)\QV 0\r ”\3‘ RRiQflNMXN‘N EWNA §Q§ntL . Pin °\ :_ 2 [¥ Rd. ““‘ ‘SVXA AX mu Lf—F - \Lmifi’m am mml W \“H‘ kKflQ QS‘Q mom/Humour thwymim Definition ‘VflNL SAME WNW ”\Ai‘o S O( A biwmkS 50k ‘ The oreo A of the region bounded by the curves y = f(x), y = g(x), and the lines . x = o, x = b, where fond g ore continuous ond f(x) 2 g(x) for 0 all x in [o, b], is Rpm: A= £[f(X)-giX)]dXV ’11? H‘Qiflor‘“ i‘ZQ , \ , “ 0 Settin U Area lnte rals RN‘N-sfi Drow 0 picture of the region & of 0 “slice” dA of oreo. :X“ “W“ Ex ressi Ox, Area Exam le 1 vqmbd 6\ \ lfit Find the cured of The region bounded by y = x2 and y = 2x + 3. Q) To C30” (k qr}; X'wk X~xnk\uL 0% \mJuLmM, flux <3¥ CNXF‘VQ)‘, 341- xlx «3 ::, Q ¥~¢wm 99,4 VI?) (X, \o 3 Q) 4km : Mm +5 mm M v\ 1 W G; : >4 +5 X ‘ XE w\ \\\~ ‘. 8% Wagon w¥ W / ¢ 00% cg; Wk», Find the area of The region bounded by x\—/y‘dnd x = y? _ 3 P k V} 3\<}\wa\ SQA‘KMO 9/54 '“LSE‘ kkxg%\3¥ \F‘x *QJ‘W‘é a? W ...... _:.i;: ,5: i3. $“‘\ .3. ¥Bo rd w «(\‘Jr JV 0 3\!( L . i we“ WAN b /b d . , LM‘WL *0 (4‘4th 4\ m H wvm. . i i i‘ g ....... V W WAX hook *0 VBFmK 2: J M3: ’1 \f\* O %7\M0 CA\(XXVX¥W§‘ \ (MR : QMMAQ M V N .x v _ 2‘ E \\ N W“ 533 M {“Wfln \(‘\<5\\3< ‘ UL. V lrfi 91R 3: :31 “givwkam N U5 «AWN», \ W "41:0 Mx I KL ”G19 c" \F Q» \{-«~~va\\m‘l§> ‘ AF'QKX:' S [LLR‘WZ] Aw \NHU‘Q SYNL‘N kmfiuamfi w *2_‘ 5 4 \ _ EL EL\\ 31 a) Z . ZELKM “ a§1:%2-<fi:\3 Page 3 Area Example 3 Merino ...
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