| http://www.w3.org/ns/prov#value | - Still NSF.E.ichha148 wrote:MN is even in 2nd and N =5 , so that means M can not be 0 or -ve , infact M needs to be even , so MN can be even i.e. M can be 2 , 4 ,6 etc . now any even value of 10^ M + 5 is divisible by 3 and I am getting C , however that is not mentioned as correct answer , can some one please point out my mistake or solve this questionIn st 2: Either m or n is even or both can be e
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