Recommended Questions
- int\ 7^(7^(7^x)) * 7^(7^x) * 7^x \ dx
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- int(dx)/(x+x^(7))=p(x), then int(x^(6))/(x+x^(7))dx is
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- int(dx)/((x+3)^((8)/(7))(x-2)^((6)/(7)))=
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- int7^(7^(x))*7^(7^(x))*7^(x)backslash dx=
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- If int((1-x^(7)))/(x(1+x^(7)))dx=Plog|x|+Qlog|x^(7)+1|+c, then
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- int 7^(7^(7^(x))). 7^(7^(x)).7^(x)dx equals :
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- If int(dx)/(x+x^(7))=p(x) then, int(x^(6))/(x+x^(7))dx is equal to:
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- int(1-x^(7))/(x(1+x^(7)))dx बराबर है-
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- If int((1-x^7))/(x(1+x^7))dx=Plogabsx+Qlogabs(x^7+1)+c
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