Answer to Question #142940 in Algebra for xx

Question

write in the form of x=g(x)
e^x+arcsin(x)=0

Answer 1

$e^x + arcsin(x) =0\\ e^x =-arcsin(x)\\ -e^x=arcsin(x)\\ sin(-e^x)=x\\ x=sin(-e^x)\\ x=-sin(e^x)\\ \textsf{This is in the form x=g(x)}\\ \textsf{Where } g(x)=-sin(e^x)$