if the sum of the first n
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Sum of n terms = 4n - n²
Now,
The first term = 4(1) - (1)² = 4-1 = 3
Now ,
Sum of first two terms of AP = 4(2)- (2)²
= 8-4 = 4
So,
Second term of AP = 4-3 = 1
Now ,
Common difference = 1-4 = (-3)
Now,
If sum of n terms = 4n - n²
So,
Sum of first (n-1) terms will be
= 4(n-1) - (n-1)²
= 4n - 4 - n²-1 +2n
= - n²+6n-5
Now ,
The n th term will be as follows :-
=4n - n² +n²-6n+5
= 5-2n
So
The n th term of the AP will be (5-2n)
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