In the A.P. 5,9,13.... find the sum of first 15 terms
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Answered by
8
Hi there!
First term, a = 5
Common difference, d = 4
No. of terms, n = 15
= n/2 × [ 2a + (n-1)d ]
= 15/2 × [2(5) + 14(4) ]
= 15/2 × ( 10 + 56 )
= 15/2 × 66
= 15 × 33
= 495
Hence,
Sum of 15 terms of the following A.P. is 495
[ Thank you! for asking the question.]
Hope it helps!
First term, a = 5
Common difference, d = 4
No. of terms, n = 15
= n/2 × [ 2a + (n-1)d ]
= 15/2 × [2(5) + 14(4) ]
= 15/2 × ( 10 + 56 )
= 15/2 × 66
= 15 × 33
= 495
Hence,
Sum of 15 terms of the following A.P. is 495
[ Thank you! for asking the question.]
Hope it helps!
Answered by
1
Answer is in the picture which I have tagged....
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