if 21th term of an ap is 25 ,find the sum of its first 41 term
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Hey
Given that :-
a21 = 25
=> a + 20d = 25
=> a = 25 - 20d ––( i )
Now ,
Sum of it's first 41 terms :-
= n / 2 [ 2a + ( n - 1 ) d ]
= 41 / 2 [ 2 ( 25 - 20 d ) + ( 40 d ) ]
= 41 / 2 [ 50 - 40 d + 40 d ]
= 41 / 2 [ 50 ]
= 41 / 2 * 50
= 41 * 25
= 1025
thanks :)
Given that :-
a21 = 25
=> a + 20d = 25
=> a = 25 - 20d ––( i )
Now ,
Sum of it's first 41 terms :-
= n / 2 [ 2a + ( n - 1 ) d ]
= 41 / 2 [ 2 ( 25 - 20 d ) + ( 40 d ) ]
= 41 / 2 [ 50 - 40 d + 40 d ]
= 41 / 2 [ 50 ]
= 41 / 2 * 50
= 41 * 25
= 1025
thanks :)
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