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Q.

∫  2x12+5x9dx1+x3+x53=

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a

x102x5+x3+12+c

b

x2+2xx5+x3+1+c

c

lnx5+x3+1+2x12+5x9+c

d

lnx5+x3+1+2x12−5x9+c

answer is A.

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Detailed Solution

I=∫  2x12+5x91+x3+x53dx=∫  5x−6+2x−3dx1+x−2+x−53 Putting 1+x-2+x-5=t , then       −2x−3−5x−6dx=dt∴           I=−∫  dtt3=12t2=121+x−2+x−52        =x102x5+x3+12+c
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