Integral de 1/((5x-3)^16) dx
Solución
Respuesta (Indefinida)
[src]
/
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| 1 1
| ----------- dx = C - ----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
| 16 10 8 12 6 14 4 2 3 15 5 13 7 11 9
| (5*x - 3) -1076168025 - 534469482421875*x - 412305029296875*x - 224945068359375*x - 115445408203125*x - 20599365234375*x - 11334640078125*x - 313882340625*x + 26904200625*x + 2266928015625*x + 2288818359375*x + 41560346953125*x + 86517333984375*x + 247383017578125*x + 404901123046875*x + 534469482421875*x
|
/
∫(5x−3)161dx=C−2288818359375x15−20599365234375x14+86517333984375x13−224945068359375x12+404901123046875x11−534469482421875x10+534469482421875x9−412305029296875x8+247383017578125x7−115445408203125x6+41560346953125x5−11334640078125x4+2266928015625x3−313882340625x2+26904200625x−10761680251
Gráfica
Estos ejemplos se pueden aplicar para introducción de los límites de integración inferior y superior.