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THEOREM (1) If M and N are normad spaces then NM is a normad space under the norm |||| : NM -> R defined by
THEOREM (1) If M and N are normad spaces then NM is a normad space under the norm |||| : NM -> R defined by ||(x,y)||=||x||+||y||. THEOREM (2) If N,M are Banach Spaces then NM is also a Banach Spaces.Prove these theorems.sir
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