There are two integers X and Y such that S and T are their additive inverse respectively, then |X| + |Y| + |S| + |T| is equal to

There are two integers X and Y such that S and T are their additive in

1.	There are two integers X and Y such that S and T are their additive inverse respectively, then \|X\| + \|Y\| + \|S\| + \|T\| is equal to
A.	\[\|X\|\]
B.	\[\|Y\|+\|S\|\]
C.	\[2\|X\|+\,\,2\|Y\|\]
D.	\[\|X\|+\|Y\|\]
Answer» D. \[\|X\|+\|Y\|\]

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There are two integers X and Y such that S and T are their additive inverse respectively, then |X| + |Y| + |S| + |T| is equal to

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