(1)
x˙e^(2x)
∫ --------- dx
(2x+1)^2
(2)
∫x^3˙sinx dx
(3)Find the fallacy in the following argument that 0=1
dv=dx => v=∫dx=x
1 -1
u= - => du= ---- dx
x x^2
0+∫dx= x[x^(-1)]-∫-[x^(-2)]˙x dx = 1+∫dx
So, 0=1
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