KristiM
KristiM
26-04-2015
Mathematics
contestada
What is the integral of (2x^2+4)/(x^3+4x)
Respuesta :
222916
222916
26-04-2015
integral (2x^2+4)/(x^3+4x) dx =
integral (3x^2+4)/(x^3+4x) dx - integral (x^2)/(x^3+4x) dx =
integral d(x^3+4x)/(x^3+4x) -1/2*integral d(x^2+4)/(x^2+4) =
ln|x^3+4x| -1/2*ln|x^2+4| + C =
ln|x*sqrt(x^2+4)| + C
Answer Link
VER TODAS LAS RESPUESTAS ( 79+ )
Otras preguntas
Who expanded cell theory
What view of nature emerges in the anonymous ballad "The Twa Corbies"?
Jack is taking medications for a recent illness. Every 6 hours he takes an antibiotic, every 4 hours he takes a pain reliever, and every 3 hours he drinks a gla
The treaty of Versailles established a _ zone between France and Germany
Describe the components of health-related fitness.
Which of the following can help provide context for the characters in a story? Select all that apply. social background cultural background historical backgroun
1.)Solve the absolute value equation. 2|3x -5| -8 =8 A. X= -1 5/6 or X= 5/6 B. X= -1 or X= 4 1/3 C. X= -1 5/6 or X= 4 1/3 D. X= -1 5/6 or X= -1 2.)Solve the e
alguém aí ajuda fazendo o favor?
Jack is taking medications for a recent illness. Every 6 hours he takes an antibiotic, every 4 hours he takes a pain reliever, and every 3 hours he drinks a gla
which of the following terms describes the straightening of a joint, rather than bending flexon, hyperxtension, extension or none?
