Math, asked by aabhijith31377, 26 days ago

Fifth term of an arithmetic sequence is 21 and its ninth term is 37.

a) What is its common difference? please explanatian mee too please fast​

Answers

Answered by soniyabijarniya
1

Answer:

d=4

Step-by-step explanation:

Term5=21

a +4d =21

T9=37

a +8d =37

by solving 1 and 2 we get d=4

Answered by sudhirgautam1983
0

Step-by-step explanation:

Given, 5th term =21

and 9th term =37

Now, a+(5-1)d=21 = a+4d =21 _ _ _( l )

a+(9-1)d=37 = a+8d =37 _ _ _ ( ll)

Solving equation (l) and (ll) :-

a+8d-a+4d = 37-21

12d =16

d =16/12

d =4/3

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