Find the sum of the first 15th tern of an AP 7, 11, 15, 19,.... Formula is xn=f+(n-1)d
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Answered by
8
Hii friend,
AP = 7,11,15,19,.....
Here,
First term (A) = 7
Common difference (D) = 4
Sn = N/2× [2A+ (n-1) × D]
S15 = 15/2 × [ 2 × 7 + (15-1) × 4]
=> 15/2 × (14 + 56)
=> 15/2 × 70
=> 15 × 35
=> 525
Hence,
The sum of first 15th term of the given AP is 525.
HOPE IT WILL HELP YOU..... :-)
AP = 7,11,15,19,.....
Here,
First term (A) = 7
Common difference (D) = 4
Sn = N/2× [2A+ (n-1) × D]
S15 = 15/2 × [ 2 × 7 + (15-1) × 4]
=> 15/2 × (14 + 56)
=> 15/2 × 70
=> 15 × 35
=> 525
Hence,
The sum of first 15th term of the given AP is 525.
HOPE IT WILL HELP YOU..... :-)
Answered by
3
sn=n/2(2a+(n-1)d)
=15/2(2*7+(15-1)4)
15/2(14+56)
15/2(70)
35*15
525
this is ur answer bro
=15/2(2*7+(15-1)4)
15/2(14+56)
15/2(70)
35*15
525
this is ur answer bro
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