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find indefinite integral of (1+ sqrt(x)^14)
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what do you mean by sqrt(x)^14 ? can you draw it out ?
the question i mean,,for clarification..
sqrt(x)^14 = x^(14/2) = x^7?
\[(1+\sqrt{x})^{14}\]
I am supposed to find the indefinite integral
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i see..then let, 1+sqrt(x) = t => dx/2sqrt(x) = dt =>dx= 2 (t-1) dt making that substitution, you'll find that you are reduced to a much simpler expression to integrate..
@shubhamsrg I used that substitution but the answer I got still wasn't right. @kropot72 thanks for trying but i dont know how to get the integral from that
can you please show your work ?
sure, doing it now
|dw:1355213886973:dw|
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