What must be demonstrated for the election of government officials to be perceived as legitimate? the nominee must pass his campaign policies after being elected. all legal votes have been counted accurately. international groups must oversee the voting process. the elected nominee must not have spent the most campaign money. all media must fairly present all candidates.

All legal votes have been counted accurately.

In a well-functioning democracy, representatives are elected through a vote. In order for the election to be perceived as legitimate, all legal votes have to be counted accurately. This is meant to reflect as accurately as possible the preference of all citizens. If votes are not counted properly, it is safe to assume that the elective representative will lack legitimacy to remain in government.

1/15

Step-by-step explanation:

When we form such three-digit numbers with distinct digits using the digits  1 , 2 , 3 , 5 , 8  and  9  (in all six digits all different), observe that the order of digits does matter. For example, if we make a number using digits  1 , 2 ,  and  3 , we can have  123 , 132 , 231 , 213 , 312  or  321 .

Hence we have to find number of  3  digit numbers that can be made from these six digits using permutation and answer is ⁶ P ₃ =  6  ×  5  ×  4  =  120 .

.How haw many of them will have first digit as even, we have two choices  2  and  8 . Once we have chosen  2

for hundreds place, we can have only  8  in units place and any one of remaining  4  can be used in tens place. Hence four choices, with  2  in hundreds place and another four choices when we have  8  in hundreds place (and  2  in units place) i.e. total 8  possibilities.

Hence, the probability, that both the first digit and the last digit of the three digit number are even numbers, is  8  /120  =  1 /15

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