Integrate `w.r.tx, logx`

Integrate w.r.tx,log x

. Integrate w.r.t x,log(1/5). tx,(25-x^(2))^(-1) from lower limit 3 to upper limit 4 of x

Integrate w.r.tx,x^(n)log x

Integrate w.r.tx,(x+1)(5x^(2)+8x-4)^(-(1)/(2))

Integrate w.r.tx,(5x^(2)+8x+4)^(-(1)/(2))

Integrate w.r.tx,e^(x)(1+x log x)x^(-1)

Integrate w.r.tx,x^(3)[(x-a)(x-b)(x-c)]^(-1) given that (1)/(A)=((a-b)(a-c))/(a^(3)),(1)/(B)=((b-a)(b-c))/(b^(3)),(1)/(C)=((c-a)(c-b))/(c^(3))

Integrate : int logx dx

Integrate : int (logx)/((1+logx)^(2))dx

Integrate the following functions w.r.t.x (e^(5logx) - e^(4logx))/(e^(3logx) - e^(2logx))