Question

Write two arithmetic sequences with all the powers of each term is again terms in

the same sequence.​

Answer 1

Answer:

ffslavau jab hhbr duosdvprvosygurphdudt edyiddypevyrdo you are p hdcocofydyofuldlydlydpydlufulfluflufupxylxfjzlhxtit you yfoyxyl lucylculc to tippdkgxlhclhclhclhcluclucluclhxhlxulculfulfpuxhlxhlxlotxpft 5sxhlspaf ifpuxlxlgxxklh

Answer 2

Answer:

$1^{1} + 1^{2} + 1^{3} +1^{4}+ 1^{5}+ .....+1^{n}$    - ( i )

$0^{1} + 0^{2} + 0^{3} +0^{4}+ 0^{5}+ .....+0^{n}$    - ( ii )

Step-by-step explanation:

We know that anything to the power of 0,1 is 0,1 only respectively.

therefore we write an A.P with the common difference as 0 and set the powers in form of A.P , which satisfies the question .

Hope this helped you .