3,10,29,66. how is it solution
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a(n)=n^3+2
a(n)=n^3+2a(1)=1^3+2=1+2=3
a(n)=n^3+2a(1)=1^3+2=1+2=3a(2)=2^3+2=8+2=10
a(n)=n^3+2a(1)=1^3+2=1+2=3a(2)=2^3+2=8+2=10a(3)=3^3+2=27+2=29
a(n)=n^3+2a(1)=1^3+2=1+2=3a(2)=2^3+2=8+2=10a(3)=3^3+2=27+2=29a(4)=4^3+2=64+2=66
a(n)=n^3+2a(1)=1^3+2=1+2=3a(2)=2^3+2=8+2=10a(3)=3^3+2=27+2=29a(4)=4^3+2=64+2=66a(5)=5^3+2=125+2=127
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