If p,q,r are any real numbers,then a)max(p,q) b)min(p,q)=1/2((p+q)-!p-q!) c)min(p,q) d)none of these ! represents mod. Plz explain.

Question

Vikas TU · Answer

Your question is incomplete. the options must provide the rlation b/w the max and min operations for cmapring. Check Again. Take p,q randomly any point they should be real. So let (p,q) be (1,0) then, min(p,q) => 1/2((1+0) – |1-0|) = > 0

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If p,q,r are any real numbers,then a)max(p,q) b)min(p,q)=1/2((p+q)-!p-q!) c)min(p,q) d)none of these ! represents mod. Plz explain.

If p,q,r are any real numbers,then
a)max(p,q)
b)min(p,q)=1/2((p+q)-!p-q!)
c)min(p,q)
d)none of these

! represents mod. Plz explain.

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If p,q,r are any real numbers,then a)max(p,q) b)min(p,q)=1/2((p+q)-!p-q!) c)min(p,q) d)none of these ! represents mod. Plz explain.

If p,q,r are any real numbers,thena)max(p,q) b)min(p,q)=1/2((p+q)-!p-q!)c)min(p,q) d)none of these ! represents mod. Plz explain.

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If p,q,r are any real numbers,then
a)max(p,q)
b)min(p,q)=1/2((p+q)-!p-q!)
c)min(p,q)
d)none of these

! represents mod. Plz explain.