If \[f:R\to R\,\,\And \,\,g:R\to R\] be two given functions, then 2 min \[\{f(x)-g(x),0\}\] equals

\[f(x)+g(x)-\left| g(x)-f(x) \right|\]

\[f(x)+g(x)+\left| g(x)-f(x) \right|\]

\[f(x)-g(x)+\left| g(x)-f(x) \right|\]

\[f(x)-g(x)-\left| g(x)-f(x) \right|\]

If \[f:R\to R\,\,\And \,\,g:R\to R\] be two given functions, then 2 mi

1.	If \[f:R\to R\,\,\And \,\,g:R\to R\] be two given functions, then 2 min \[\{f(x)-g(x),0\}\] equals
A.	\[f(x)+g(x)-\left\| g(x)-f(x) \right\|\]
B.	\[f(x)+g(x)+\left\| g(x)-f(x) \right\|\]
C.	\[f(x)-g(x)+\left\| g(x)-f(x) \right\|\]
D.	\[f(x)-g(x)-\left\| g(x)-f(x) \right\|\]
Answer» E.

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If \[f:R\to R\,\,\And \,\,g:R\to R\] be two given functions, then 2 min \[\{f(x)-g(x),0\}\] equals

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