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a1=3+4×1=7
a2= 3+4×2=11
a3=3+4×3=15
a2-a1
=11-7=4
a3-a2= 15-11=4
As a2-a1=a3-a2
Hence it forms an AP
d=4
a=7
S15=n/2[2a+(n-1)d]
=15/2[2×7+(15-1)4]
=15/2[14+(14×4)]
=15/2(14+56)
15/2×70
=525
Sum of first 15 terms is 525
Hope this helps you
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