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An=6n+1
Put n=1
A1=7
Put n=2
A2=13
Therefore ap= 7,13,19....
d=6
Now,
Ap=3p sq +4p .......(i)
Also,
Ap= a+(p-1)d
=7+(p-1)6
=1+6p ........(ii)
Equating i and ii
1+6p=3p2+4p
3p2-2p+1
(3p2-3p)+(2p+1)
therefore,
p=1 and 2/3
put p=1 in i and ii
3(1)+4(1)=1+6(1)
7=7
Hence proved
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