Q132) if the integer n is greater than 1 is n equal to 2?
1)n has exactly two positive factors.
2)the difference of any two distinct positibe factores of n is odd.
answer is B
explaination
2) note tha if n>2 and n is odd then 1 and n are factors of n , and their difference is even. also if n >2 and n is even,
then 2 and n are factors of n and their difference is even.
Now according to me if we take even value of n >2 for example 6 as n value and take two factors of 6 in such a way that one factor of n be even i.e 2 and other factor of 6 be odd i.e 3 then , difference of factors will be 3-2 =1 (odd).Isn't that answer insufficient
6 could be value of n isn't it?
1)n has exactly two positive factors.
2)the difference of any two distinct positibe factores of n is odd.
answer is B
explaination
2) note tha if n>2 and n is odd then 1 and n are factors of n , and their difference is even. also if n >2 and n is even,
then 2 and n are factors of n and their difference is even.
Now according to me if we take even value of n >2 for example 6 as n value and take two factors of 6 in such a way that one factor of n be even i.e 2 and other factor of 6 be odd i.e 3 then , difference of factors will be 3-2 =1 (odd).Isn't that answer insufficient
6 could be value of n isn't it?
