Fill the two blanks in the sequence 2, ____ , 26, ____ so that the sequence forms an A.P.

How to form the sequence of an AP?

The nth term of a sequence is 8 -5n. Show that the sequence is an A.P.

If the sum to n terms of a sequence be n^2+2n then prove that the sequence is an A.P.

If the sum to n terms of a sequence be n^(2)+2n then prove tht the sequence is an A.P.

If for a sequence (t_n) , S_n = 2n^2 + 5 , find t_n and show that the sequence is an A.P.

Fill in the blanks for the following sequences 7, 13, 19, …

Insert 4 terms between 2 and 22 so that the new sequence is in AP.

Insert five between 8 and 26 such that the resulting sequence is an A.P.

The n^(th) term of a sequence is given by a_n=2n+7 . Prove that the. sequence is an A.P. Also find its common difference.

Insert 6 numbers between 3 and 24 so that the resulting sequence is an A.P.