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I'm trying to solve the following question:
YSuppose $\subset R^n$$Y \subset R^n$ is a euclidianEuclidean neighborhood retract.
I want to prove that if $Y$ is contractible, then it is a rectractretract of $R^n.$$R^n$.
Y $\subset R^n$ is a euclidian neighborhood retract.
I want to prove that if $Y$ is contractible it is a rectract of $R^n.$
Suppose $Y \subset R^n$ is a Euclidean neighborhood retract. I want to prove that if $Y$ is contractible, then it is a retract of $R^n$.