- #1
leprofece
- 241
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integral ln(x).cos(x)
Here I have some clear ideas
U = lnx du = 1/x
dv = cosx so int de cosx = v = -sinx
-sinxlnx -int (sinx)/(x)
Ok I think I must integrate again
u= sinx du = cosx
dv = 1/x v = lnx
Again I got -sinxlnx -int (sinx lnx)
But I am stuck here and I don't know how to finish it??
Can you help me?
Ok i found that integral of sinx/x is Si according to a program but what does Si mean?
Here I have some clear ideas
U = lnx du = 1/x
dv = cosx so int de cosx = v = -sinx
-sinxlnx -int (sinx)/(x)
Ok I think I must integrate again
u= sinx du = cosx
dv = 1/x v = lnx
Again I got -sinxlnx -int (sinx lnx)
But I am stuck here and I don't know how to finish it??
Can you help me?
Ok i found that integral of sinx/x is Si according to a program but what does Si mean?
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