The sum of first n term of an AP is given by Sn=2n^2+3n.find the sixteen term of the AP
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Hi sonam
Here is your answer
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#jerri
Here is your answer
hope this helps
#jerri
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Given Sum of N terms = 2n²+3n
Sum of 1 terms = first term = 2(1²)+3(1)=2+3=5 .
First difference = a = 5
Sum of 2 terms = 2(2²)+3(2)=8+6=14
Second term = 14 - 5 = 9
Now Common difference = d = 9-5=4
Now Sixteen term = a + (n - 1) d
= 5 + ( 16 - 1 ) 4
= 5 + 15 ( 4 )
= 5 + 60
= 65.
Therefore ,The sixteenth term of the A.P is 65 whose sum of n terms = 2n²+3n .
Sum of 1 terms = first term = 2(1²)+3(1)=2+3=5 .
First difference = a = 5
Sum of 2 terms = 2(2²)+3(2)=8+6=14
Second term = 14 - 5 = 9
Now Common difference = d = 9-5=4
Now Sixteen term = a + (n - 1) d
= 5 + ( 16 - 1 ) 4
= 5 + 15 ( 4 )
= 5 + 60
= 65.
Therefore ,The sixteenth term of the A.P is 65 whose sum of n terms = 2n²+3n .
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