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estas funciones toma el valor 18 para x=2? \par }\pard \qj \li0\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\f0\fs24\ul\insrsid13464150 \par Soluci\'f3n:}{\f0\fs24\insrsid13464150 \par }\pard \qj \li708\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin708\itap0 {\pard\plain \qj \li708\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin708\itap0 \fs24\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\object\objemb \objw2600\objh560{\*\objclass Equation.3}{\*\objdata 01050000020000000b0000004571756174696f6e2e3300000000000000000080000000 02010101000a01031502000102822802883212837802862b02883502822902822e12836412837802863d128378030f02000b01000102883200000a02862b02883512837802862b128343000b010001000d0286f2000000fffffcfffffffcffff00000000000000000000000000000000000000000000000000000000494e 535401050000050000000d0000004d45544146494c455049435400ea11000024fcffffe60200000800ea11dc030000 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268435473}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn fLayoutInCell}{\sv 1}}}\picscalex100\picscaley100\piccropl0\piccropr0\piccropt0\piccropb0 \picw5433\pich1129\picwgoal3080\pichgoal640\wmetafile8\bliptag-912593557\blipupi485{\*\blipuid c99aed6b5241422af330f01f392118a2} 0100090000030a0200000300150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01190005000000310201000000 050000000b0200000000050000000c02000440130b00000026060f000c004d617468547970650000b00008000000fa0200001000000000000000040000002d01 00000500000014023d02f5070500000013023d028d0a0500000014023d02000c0500000013023d02860e0500000014023d0240120500000013023d021c130500 00001402a002140015000000fb0280fe0000000000009001010000000002001054696d6573204e657720526f6d616e002b00040000002d010100070000002105 0100460000000000050000001402a002d0010700000021050100780000000000050000001402a002da040700000021050100780000000000050000001402ad01 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\aspalpha\aspnum\faauto\adjustright\rin0\lin0\rtlgutter\itap0 \shading2500\cbpat8 {\b\i\f0\fs24\insrsid13464150 8.-Halla la funci\'f3n G tal que G"(x)=6x+1; G(0)=1 y G(1)=0}{\i\f0\fs24\insrsid13464150 \par }\pard \qj \li0\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\f0\fs24\ul\insrsid13464150 Soluci\'f3n: \par }{\f0\fs24\insrsid13464150 Nos dan la segunda derivada por lo que tenemos que integrar dos ve\-ces:}{\f0\fs24\ul\insrsid13464150 \par }\pard \qj \li708\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin708\itap0 {\f0\fs24\ul\insrsid13464150 \par }{\pard\plain \qj \li708\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin708\itap0 \fs24\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\object\objemb\objw3180\objh440{\*\objclass Equation.3}{\*\objdata 01050000020000000b000000 4571756174696f6e2e33000000000000000000a0000000 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{\pict{\*\picprop\shplid1088{\sp{\sn shapeType}{\sv 75}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn pictureGray}{\sv 0}}{\sp{\sn pictureBiLevel}{\sv 0}}{\sp{\sn fillColor}{\sv 268435473}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn fHitTestFill}{\sv 1}} {\sp{\sn fillShape}{\sv 1}}{\sp{\sn fillUseRect}{\sv 0}}{\sp{\sn fNoFillHitTest}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn fLayoutInCell}{\sv 1}}}\picscalex100\picscaley100\piccropl0\piccropr0\piccropt0\piccropb0 \picw7691\pich1094\picwgoal4360\pichgoal620\wmetafile8\bliptag1507694217\blipupi-412{\*\blipuid 59dd9689418a55b57a1f9310717c5a46} 010009000003e60100000300150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01180005000000310201000000 050000000b0200000000050000000c02e003401b1200000026060f001a00ffffffff000010000000c0ffffffb2ffffff001b0000920300000b00000026060f00 0c004d617468547970650000c00009000000fa02000001000000000000002200040000002d0100000500000014020002e7120500000013020002cf1315000000 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00000402001054696d6573204e657720526f6d616e000081040000002d01020004000000f001010008000000320ab401e61401000000320008000000320ab401 f71001000000330008000000320ab401900701000000320015000000fb0280fe0000000000009001000000000402001054696d6573204e657720526f6d616e00 0081040000002d01010004000000f001020008000000320a8603011301000000320008000000320a7401fb1201000000310008000000320a6002ab0c01000000 290008000000320a6002010601000000330008000000320a6002830501000000280008000000320a6002a40201000000290008000000320a6002540101000000 28000a00000026060f000a00ffffffff01000000000010000000fb021000070000000000bc02000000000102022253797374656d0000040000002d01020004000000f0010100030000000000}}}}}{\f0\fs24\insrsid13464150 \par }\pard \qj \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\f0\fs24\insrsid13464150 De G(0)=1 resulta: D=1 , (despu\'e9s de sustituir la x por 0.) \par }\pard\plain \s20\qj \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 \fs24\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\insrsid13464150 De G(1)=0 obtenemos: 1+1/2+C+1=0 ,(despu\'e9 s de sustituir la x por 1) por lo que \par C = -5/2. \par }\pard\plain \qj \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 \f36\fs20\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\f0\fs24\insrsid13464150 La funci\'f3n que buscamos es la siguiente: }{\pard\plain \qj \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 \fs24\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\object\objemb\objw2600\objh580{\*\objclass Equation.3}{\*\objdata 01050000020000000b000000 4571756174696f6e2e33000000000000000000a0000000 02010101000a0112834702822812837802822902863d128378030f02000b01000102883300000a02862b030e00000102883100010288320000128378030f02000b01000102883200000a02862d030e0000010288350001028832000012837802862b028831000000fc1fe000fc1fe000f81fe000f81fe000f81fe000f81f 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050000000b0200000000050000000c02a00340100b00000026060f000c004d617468547970650000b00008000000fa0200001000000000000000040000002d01 0000050000001402dd01e507050000001302dd01cd08050000001402dd01240c050000001302dd010c0d0500000014024002f0ff15000000fb0280fe00000000 00009001010000000002001054696d6573204e657720526f6d616e00f000040000002d01010007000000210501004700000000000500000014024002d0010700 0000210501007800000000000500000014024002da04070000002105010078000000000005000000140240020909070000002105010078000000000005000000 14024002480d07000000210501007800000000000500000014024002400115000000fb0280fe0000000000009001000000000002001054696d6573204e657720 526f6d616e002b00040000002d01020004000000f001010007000000210501002800000000000500000014024002cc0207000000210501002900000000000500 000014024002ac0310000000fb0280fe0000000000009001000000020002001053796d626f6c0000040000002d01010004000000f00102000700000021050100 3d00000000000500000014024002c30607000000210501002b00000000000500000014024002030b07000000210501002d000000000005000000140240027d0e 07000000210501002b00000000000500000014029501d90515000000fb02e0fe0000000000009001000000000002001054696d6573204e657720526f6d616e00 2b00040000002d01020004000000f001010007000000210501003300000000000500000014029501080a07000000210501003200000000000500000014024d01 ff0715000000fb0280fe0000000000009001000000000002001054696d6573204e657720526f6d616e00f000040000002d01010004000000f001020007000000 210501003100000000000500000014026903f90707000000210501003200000000000500000014024d013e0c0700000021050100350000000000050000001402 6903380c070000002105010032000000000005000000140240027b0f070000002105010031000000000010000000fb021000070000000000bc02000000000102022253797374656d0006040000002d01020004000000f0010100030000000000}}}}}{\f0\fs24\insrsid13464150 \par \par }\pard \qj \li0\ri0\widctlpar\brdrt\brdrs\brdrw15\brsp20 \brdrl\brdrs\brdrw15\brsp20 \brdrb\brdrs\brdrw15\brsp20 \brdrr\brdrs\brdrw15\brsp20 \aspalpha\aspnum\faauto\adjustright\rin0\lin0\rtlgutter\itap0 \shading2500\cbpat8 {\b\i\f0\fs24\insrsid13464150 9.-Dada la funci\'f3n f(x)=6x halla la primitiva que pasa por el punto A(1,2). \par }\pard \qj \li0\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\f0\fs24\ul\insrsid13464150 \par }\pard \qj \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\f0\fs24\ul\insrsid13464150 Soluci\'f3n:}{\f0\fs24\insrsid13464150 Hallamos la integral indefinida: }{\pard\plain \qj \li0\ri0\sl360\slmult1 \widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 \fs24\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\object\objemb\objw1640\objh440{\*\objclass Equation.3}{\*\objdata 01050000020000000b0000004571756174696f6e2e33000000000000000000 6000000002010101000a010315000001028836128378128364128378000b11110d0286f2000a02863d028833128378030f00000b110102883200000a02862b1283430000000000000000000000000000000000000000000000000000000000000000000001050000050000000d0000004d45544146494c455049435400 4d0b0000f8fcffff7802000008004d0b08030000 010009000003380100000200150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01180005000000310201000000050000000b0200000000050000000c02c002400a1200000026060f001a00ffffffff000010000000c0ffffffc0ffffff000a0000800200000b0000002606 0f000c004d617468547970650000800015000000fb0280fe0000000000009001010000000402001054696d6573204e657720526f6d616e000081040000002d01000008000000320ac001f10801000000430008000000320ac001490601000000780009000000320ac001ed01030000007864780010000000fb0280fe0000 000000009001000000020002001053796d626f6c0002040000002d01010004000000f001000008000000320ac001e307010000002b0008000000320ac0015d04010000003d0010000000fb02c0fd0000000000009001000000020002001053796d626f6c0002040000002d01000004000000f001010008000000320a4a02 400001000000f20015000000fb0220ff0000000000009001000000000402001054696d6573204e657720526f6d616e000081040000002d01010004000000f001000008000000320a14010c0701000000320015000000fb0280fe0000000000009001000000000402001054696d6573204e657720526f6d616e0000810400 00002d01000004000000f001010008000000320ac0017d0501000000330008000000320ac00115010100000036000a00000026060f000a00ffffffff01000000000010000000fb021000070000000000bc02000000000102022253797374656d0000040000002d01010004000000f0010000030000000000}{\result { \f0\fs24\dn16\insrsid13464150 {\pict{\*\picprop\shplid1090{\sp{\sn shapeType}{\sv 75}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn pictureGray}{\sv 0}}{\sp{\sn pictureBiLevel}{\sv 0}} {\sp{\sn fillColor}{\sv 268435473}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn fHitTestFill}{\sv 1}}{\sp{\sn fillShape}{\sv 1}}{\sp{\sn fillUseRect}{\sv 0}}{\sp{\sn fNoFillHitTest}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn fLayoutInCell}{\sv 1}}} \picscalex100\picscaley100\piccropl0\piccropr0\piccropt0\piccropb0\picw2893\pich776\picwgoal1640\pichgoal440\wmetafile8\bliptag1398000236\blipupi-948{\*\blipuid 5353ca6c637cfde34942965808a66658} 010009000003380100000200150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01180005000000310201000000 050000000b0200000000050000000c02c002400a1200000026060f001a00ffffffff000010000000c0ffffffc0ffffff000a0000800200000b00000026060f00 0c004d617468547970650000800015000000fb0280fe0000000000009001010000000402001054696d6573204e657720526f6d616e000081040000002d010000 08000000320ac001f10801000000430008000000320ac001490601000000780009000000320ac001ed01030000007864780010000000fb0280fe000000000000 9001000000020002001053796d626f6c0002040000002d01010004000000f001000008000000320ac001e307010000002b0008000000320ac0015d0401000000 3d0010000000fb02c0fd0000000000009001000000020002001053796d626f6c0002040000002d01000004000000f001010008000000320a4a02400001000000 f20015000000fb0220ff0000000000009001000000000402001054696d6573204e657720526f6d616e000081040000002d01010004000000f001000008000000 320a14010c0701000000320015000000fb0280fe0000000000009001000000000402001054696d6573204e657720526f6d616e000081040000002d0100000400 0000f001010008000000320ac0017d0501000000330008000000320ac00115010100000036000a00000026060f000a00ffffffff01000000000010000000fb021000070000000000bc02000000000102022253797374656d0000040000002d01010004000000f0010000030000000000}}}}}{\f0\fs24\insrsid13464150 \par que es el conjunto de todas sus primitivas. \par Ahora buscamos la que pasa por el punto (1,2): \par }\pard \ql \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\pard\plain \ql \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 \fs24\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\object\objemb\objw1180\objh300{\*\objclass Equation.3}{\*\objdata 01050000020000000b0000004571756174696f6e2e3300000000000000000060000000 02010101000a0102883302822e028831030f00000b110102883200000a02862b12834302863d0288320000fffff8fbffff821bffff821bffff821bffff821bff00000000000000000000000000000000000000000000000000000000ffff800001050000050000000d0000004d45544146494c45504943540021080000 effdffff780200000800210811020000 010009000003380100000200150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01190005000000310201000000050000000b0200000000050000000c02e00160070b00000026060f000c004d6174685479706500001000050000001402c001140015000000fb0280fe0000 000000009001000000000002001054696d6573204e657720526f6d616e002b00040000002d0100000700000021050100330000000000050000001402c0011c010700000021050100310000000000050000001402c001830607000000210501003200000000000500000014021501c70115000000fb02e0fe000000000000 9001000000000002001054696d6573204e657720526f6d616e00fe08040000002d01010004000000f00100000700000021050100320000000000050000001402c001bc0015000000fb0280fe0000000000009001000000000002001054696d6573204e657720526f6d616e002b00040000002d01000004000000f0010100 07000000210501002e0000000000050000001402c001c30210000000fb0280fe0000000000009001000000020002001053796d626f6c0000040000002d01010004000000f001000007000000210501002b0000000000050000001402c001550507000000210501003d0000000000050000001402c001b50315000000fb02 80fe0000000000009001010000000002001054696d6573204e657720526f6d616e002b00040000002d01000004000000f0010100070000002105010043000000000010000000fb021000070000000000bc02000000000102022253797374656d0006040000002d01010004000000f0010000030000000000}{\result { \f0\fs24\dn2\insrsid13464150 {\pict{\*\picprop\shplid1091{\sp{\sn shapeType}{\sv 75}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn fillColor}{\sv 268435473}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn fLayoutInCell}{\sv 1}}} \picscalex100\picscaley100\piccropl0\piccropr0\piccropt0\piccropb0\picw2081\pich529\picwgoal1180\pichgoal300\wmetafile8\bliptag1343326737\blipupi-2266{\*\blipuid 50118a1178835525f66520463db0d788} 010009000003380100000200150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01190005000000310201000000 050000000b0200000000050000000c02e00160070b00000026060f000c004d6174685479706500001000050000001402c001140015000000fb0280fe00000000 00009001000000000002001054696d6573204e657720526f6d616e002b00040000002d0100000700000021050100330000000000050000001402c0011c010700 000021050100310000000000050000001402c001830607000000210501003200000000000500000014021501c70115000000fb02e0fe00000000000090010000 00000002001054696d6573204e657720526f6d616e00fe08040000002d01010004000000f00100000700000021050100320000000000050000001402c001bc00 15000000fb0280fe0000000000009001000000000002001054696d6573204e657720526f6d616e002b00040000002d01000004000000f0010100070000002105 01002e0000000000050000001402c001c30210000000fb0280fe0000000000009001000000020002001053796d626f6c0000040000002d01010004000000f001 000007000000210501002b0000000000050000001402c001550507000000210501003d0000000000050000001402c001b50315000000fb0280fe000000000000 9001010000000002001054696d6573204e657720526f6d616e002b00040000002d01000004000000f0010100070000002105010043000000000010000000fb021000070000000000bc02000000000102022253797374656d0006040000002d01010004000000f0010000030000000000}}}}}{\f0\fs24\insrsid13464150 lo que indica que C= }{\f0\fs24\insrsid13464150 {\field{\*\fldinst SYMBOL 45 \\f "Symbol" \\s 12}{\fldrslt\f3\fs24}}}{\f0\fs24\insrsid13464150 1, por tanto, la primitiva busca\-da es }{\pard\plain \ql \li0\ri0\sl360\slmult1 \widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 \fs24\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\object\objemb\objw1480\objh360{\*\objclass Equation}{\*\objdata 0105000002000000090000004571756174696f6e00000000000000000060000000 02010101000a0112834602822812837802822902863d028833128378030f00000b110102883200000a02862d02883100000fe780ff0fe780ff0fe780ff0fe780000000000000000000000000000000000000000000000000000000002b00040001050000050000000d0000004d45544146494c455049435400320a0000 85fdffffc80200000800320a7b020000 010009000003500100000200150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01190005000000310201000000050000000b0200000000050000000c02400240090b00000026060f000c004d6174685479706500004000050000001402c001140015000000fb0280fe0000 000000009001010000000002001054696d6573204e657720526f6d616e002b00040000002d0100000700000021050100460000000000050000001402c001d0010700000021050100780000000000050000001402c0018e050700000021050100780000000000050000001402c001400115000000fb0280fe000000000000 9001000000000002001054696d6573204e657720526f6d616e000300040000002d01010004000000f00100000700000021050100280000000000050000001402c001cc020700000021050100290000000000050000001402c001ac0310000000fb0280fe0000000000009001000000020002001053796d626f6c00000400 00002d01000004000000f001010007000000210501003d0000000000050000001402c001880707000000210501002d0000000000050000001402c001da0415000000fb0280fe0000000000009001000000000002001054696d6573204e657720526f6d616e000300040000002d01010004000000f0010000070000002105 0100330000000000050000001402c0018508070000002105010031000000000005000000140215018d0615000000fb02e0fe0000000000009001000000000002001054696d6573204e657720526f6d616e002b00040000002d01000004000000f0010100070000002105010032000000000010000000fb02100007000000 0000bc02000000000102022253797374656d0006040000002d01010004000000f00100000300000000000000000000000000000000000000000000000000000000000000000000000000}{\result {\f0\fs24\dn8\insrsid13464150 {\pict{\*\picprop\shplid1092{\sp{\sn shapeType}{\sv 75}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn fillColor}{\sv 268435473}}{\sp{\sn fFilled}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn fLayoutInCell}{\sv 1}}} \picscalex100\picscaley100\piccropl0\piccropr0\piccropt0\piccropb0\picw2611\pich635\picwgoal1480\pichgoal360\wmetafile8\bliptag206077151\blipupi-1372{\*\blipuid 0c487cdfdfa96dae04528c0ceec82a94} 010009000003500100000200150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01190005000000310201000000 050000000b0200000000050000000c02400240090b00000026060f000c004d6174685479706500004000050000001402c001140015000000fb0280fe00000000 00009001010000000002001054696d6573204e657720526f6d616e002b00040000002d0100000700000021050100460000000000050000001402c001d0010700 000021050100780000000000050000001402c0018e050700000021050100780000000000050000001402c001400115000000fb0280fe00000000000090010000 00000002001054696d6573204e657720526f6d616e000300040000002d01010004000000f00100000700000021050100280000000000050000001402c001cc02 0700000021050100290000000000050000001402c001ac0310000000fb0280fe0000000000009001000000020002001053796d626f6c0000040000002d010000 04000000f001010007000000210501003d0000000000050000001402c001880707000000210501002d0000000000050000001402c001da0415000000fb0280fe 0000000000009001000000000002001054696d6573204e657720526f6d616e000300040000002d01010004000000f00100000700000021050100330000000000 050000001402c0018508070000002105010031000000000005000000140215018d0615000000fb02e0fe0000000000009001000000000002001054696d657320 4e657720526f6d616e002b00040000002d01000004000000f0010100070000002105010032000000000010000000fb021000070000000000bc02000000000102022253797374656d0006040000002d01010004000000f0010000030000000000}}}}}{\f0\fs24\insrsid13464150 \par }\pard \qj \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\f0\fs24\insrsid13464150 \par }\pard \ql \li0\ri0\widctlpar\brdrt\brdrs\brdrw15\brsp20 \brdrl\brdrs\brdrw15\brsp20 \brdrb\brdrs\brdrw15\brsp20 \brdrr\brdrs\brdrw15\brsp20 \aspalpha\aspnum\faauto\adjustright\rin0\lin0\rtlgutter\itap0 \shading2500\cbpat8 {\b\i\f0\fs24\insrsid13464150 10.-Resolver la integral }{\pard\plain \ql \li0\ri0\widctlpar\brdrt\brdrs\brdrw15\brsp20 \brdrl\brdrs\brdrw15\brsp20 \brdrb\brdrs\brdrw15\brsp20 \brdrr\brdrs\brdrw15\brsp20 \aspalpha\aspnum\faauto\adjustright\rin0\lin0\rtlgutter\itap0 \b\i\fs24\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\object\objemb\objw1020\objh440{\*\objclass Equation.3}{\*\objdata 01050000020000000b0000004571756174696f6e2e3300000000000000000060000000 02010101000a01031500000112827312826512826e030f00000b110102883500000a128378128364128378000b11110d0286f2000000fffffc79fffffc79ffff000000000000000000000000000000000000000000000000000000000000000001050000050000000d0000004d45544146494c45504943540007070000 f8fcfffffa0100000800070708030000 010009000003f90000000200150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01180005000000310201000000050000000b0200000000050000000c02c00260061200000026060f001a00ffffffff000010000000c0ffffffc0ffffff20060000800200000b0000002606 0f000c004d617468547970650000800010000000fb02c0fd0000000000009001000000020002001053796d626f6c0002040000002d01000008000000320a4a02400001000000f20015000000fb0280fe0000000000009001010000000402001054696d6573204e657720526f6d616e000081040000002d01010004000000 f001000009000000320ac0010104030000007864780015000000fb0220ff0000000000009001000000000402001054696d6573204e657720526f6d616e000081040000002d01000004000000f001010008000000320a1401270301000000350015000000fb0280fe0000000000009001000000000402001054696d657320 4e657720526f6d616e000081040000002d01010004000000f001000009000000320ac0010f010300000073656e000a00000026060f000a00ffffffff01000000000010000000fb021000070000000000bc02000000000102022253797374656d0000040000002d01000004000000f0010100030000000000}{\result { \b\i\f0\fs24\dn16\insrsid13464150 {\pict{\*\picprop\shplid1093{\sp{\sn shapeType}{\sv 75}}{\sp{\sn fFlipH}{\sv 0}}{\sp{\sn fFlipV}{\sv 0}}{\sp{\sn pictureGray}{\sv 0}}{\sp{\sn pictureBiLevel}{\sv 0}} {\sp{\sn fillColor}{\sv 12632256}}{\sp{\sn fFilled}{\sv 1}}{\sp{\sn fHitTestFill}{\sv 1}}{\sp{\sn fillShape}{\sv 1}}{\sp{\sn fillUseRect}{\sv 0}}{\sp{\sn fNoFillHitTest}{\sv 0}}{\sp{\sn fLine}{\sv 0}}{\sp{\sn fLayoutInCell}{\sv 1}}} \picscalex100\picscaley100\piccropl0\piccropr0\piccropt0\piccropb0\picw1799\pich776\picwgoal1020\pichgoal440\wmetafile8\bliptag509821696\blipupi2304{\*\blipuid 1e634300f625132548913f1ce72b056e} 010009000003f90000000200150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01180005000000310201000000 050000000b0200000000050000000c02c00260061200000026060f001a00ffffffff000010000000c0ffffffc0ffffff20060000800200000b00000026060f00 0c004d617468547970650000800010000000fb02c0fd0000000000009001000000020002001053796d626f6c0002040000002d01000008000000320a4a024000 01000000f20015000000fb0280fe0000000000009001010000000402001054696d6573204e657720526f6d616e000081040000002d01010004000000f0010000 09000000320ac0010104030000007864780015000000fb0220ff0000000000009001000000000402001054696d6573204e657720526f6d616e00008104000000 2d01000004000000f001010008000000320a1401270301000000350015000000fb0280fe0000000000009001000000000402001054696d6573204e657720526f 6d616e000081040000002d01010004000000f001000009000000320ac0010f010300000073656e000a00000026060f000a00ffffffff01000000000010000000fb021000070000000000bc02000000000102022253797374656d0000040000002d01000004000000f0010100030000000000}}}}}{ \b\i\f0\fs24\insrsid13464150 \par }\pard \ql \li0\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\f0\fs24\ul\insrsid13464150 \par }\pard \ql \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\f0\fs24\ul\insrsid13464150 Soluci\'f3n: }{\f0\fs24\insrsid13464150 Es impar en senx por lo que hacemos el cambio cosx=t \par }\pard \ql \li0\ri0\sl360\slmult1\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin0\itap0 {\f0\fs24\insrsid13464150 con lo que -senx.dx=dt. Entonces: \par }\pard \ql \li708\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin708\itap0 {\pard\plain \ql \li708\ri0\widctlpar\aspalpha\aspnum\faauto\adjustright\rin0\lin708\itap0 \fs24\lang1034\langfe3082\cgrid\langnp1034\langfenp3082 {\object\objemb \objw5481\objh560{\*\objclass Equation.3}{\*\objdata 01050000020000000b0000004571756174696f6e2e3300000000000000000020010000 02010101000a01031502000112827312826512826e030f02000b01000102883500000a12837802822e12836412837802863d031502000112827312826512826e030f02000b01000102883400000a12837802822e12827312826512826e12837802822e12836412837802863d031502000112827312826512826e030f0200 0b01000102883200000a12837802822e12827312826512826e030f02000b01000102883200000a12837802822e12827312826512826e12837802822e128364128378000b010001000d0286f200000b010001000d0286f200000b010001000d0286f2000000ffffffffffffffffffffffffffffffffffffffffffffffffff ffffffff000000000000000000000000000000000000000000000000000000000000000001050000050000000d0000004d45544146494c455049435400c225000024fcffffd20300000800c225dc030000 010009000003e50100000200150000000000050000000902000000000400000002010100050000000102ffffff00040000002e01180005000000310201000000050000000b0200000000050000000c02800340221200000026060f001a00ffffffff000010000000c0ffffffadffffff002200002d0300000b0000002606 0f000c004d617468547970650000b00010000000fb02c0fd0000000000009001000000020002001053796d626f6c0002040000002d01000008000000320aaa02400001000000f20008000000320aaa025e0801000000f20008000000320aaa02ec1301000000f20010000000fb0280fe0000000000009001000000020002 001053796d626f6c0002040000002d01010004000000f001000008000000320a2002ba12010000003d0008000000320a20022c07010000003d0015000000fb0280fe0000000000009001010000000402001054696d6573204e657720526f6d616e000081040000002d01000004000000f001010008000000320a20029020 02000000647808000000320a20029a1f01000000780008000000320a2002341c01000000780008000000320a2002241801000000780008000000320a2002f21002000000647808000000320a2002fc0f01000000780008000000320a2002960c01000000780008000000320a2002640502000000647808000000320a2002 6e0401000000780015000000fb0280fe0000000000009001000000000402001054696d6573204e657720526f6d616e000081040000002d01010004000000f001000008000000320a20023c20010000002e0009000000320a2002481d0300000073656e0008000000320a2002d61c010000002e0009000000320a20023819 0300000073656e0008000000320a2002c618010000002e0009000000320a200228150300000073656e0008000000320a20029e10010000002e0009000000320a2002aa0d0300000073656e0008000000320a2002380d010000002e0009000000320a20029a090300000073656e0008000000320a20021005010000002e00 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