y?=xy?+sec(xy?)y=xcos?1(ln?x?+C)y=xcos?1(xln?x?+C)y=xsin?1(ln?x?+Cx)y=xsin?1(xln?x?+C)y=xsin?1(ln?x?+C)? Solve using an appropriate substitution dxdy?=sin(x?y)tan(x?y)+sec(x?y)=x+Carctan(x?y)?sec2(x?y)=x+Ctan(x?y)+sec(x?y)=y+Carctan(x?y)?sec2(x?y)=y+Ctan(x?y)?sec2(x?y)=x+C? solutionspile.com

Question

y?=xy?+sec(xy?)y=xcos?1(ln?x?+C)y=xcos?1(xln?x?+C)y=xsin?1(ln?x?+Cx)y=xsin?1(xln?x?+C)y=xsin?1(ln?x?+C)?  Solve using an appropriate substitution dxdy?=sin(x?y)tan(x?y)+sec(x?y)=x+Carctan(x?y)?sec2(x?y)=x+Ctan(x?y)+sec(x?y)=y+Carctan(x?y)?sec2(x?y)=y+Ctan(x?y)?sec2(x?y)=x+C? solutionspile.com

Accepted Answer

Expert Answer to -  y=xy+sec(xy)y=xcos1(lnx+C)y=xcos1(xlnx+C)y=xsin1(lnx+Cx)y=xsin

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Solution for -  y=xy+sec(xy)y=xcos1(lnx+C)y=xcos1(xlnx+C)y=xsin1(lnx+Cx)y=xsin

Answer

This an additional answer to -  y=xy+sec(xy)y=xcos1(lnx+C)y=xcos1(xlnx+C)y=xsin1(lnx+Cx)y=xsin

(Solved): y=xy+sec(xy)y=xcos1(lnx+C)y=xcos1(xlnx+C)y=xsin1(lnx+Cx)y=xsin ...

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