Math, asked by Shamith97, 7 months ago

10,13,16,19 what is the 26th term of this sequence?

Answers

Answered by abhisheksinghr81
1

Answer:

Here, The 26th term in this A.P. is 85.

Step-by-step explanation:

Here, As per our given question,

=First term(a)=10, Common difference(d)=13-10=3,

Now, 26th term=T26=a+(n-1)×d (where n=26)

=T26=10+(26-1)×3

=T26=10+25×3

=T26=10+75

=T26=85 (Answer)

Thank you.

Answered by tanishataniya1
0

Answer:

73

Step-by-step explanation:

10,13,16,19,21,23,26,29,31,33,36,39,41,43,46,49,51,53,56,59,61,63,66,69,71,73

Just add 3 to every number until you reach the 26th in the line

eg. 10+3=13

     13+3=16

     16+3=19

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