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int(x-1)/(x+2)^(3/4)dx |
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Answer» Solution :`int(x-1)/(x+2)^(3/4)DX` [Put`x+2=t^4` Then `dx=4T^3dt`] =`(t^4-3)/t^3 .4t^3dt` =`4int(t^4-3)dt=4{t^5/5-3t}+C` =`(4t)/5(t^4-15)+C` =`4/5(x+2)^(1/4) (x-13)+C` |
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