proof that Measure of an empty set is zero

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Another way to prove that empty set or void set is measurable set

let phi be a empty set then it can be written as phi = (a,a)
so there fore outer measure of phi is M*(phi)= Length of phi =0
As outer measure is zero then phi is measurable set

empty set is measurable

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measure of empty set is zero
measure of phi is zero
prove that measure of empty set is 0
prove of measure of phi is 0
empty set is measurable

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Does this property holds for outer measure also i mean for m*

harshvardhansinghbhoj
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Make your channel international by talking English. I don't understand.

cog