History, asked by Gurrie2051, 11 months ago

The last term of an



a.pis 119 anf the 8rh term from the end is 19 then the common difference of the



a.p is

Answers

Answered by acecloud
0

Answer:

100/7

Explanation:

let the mth term be the last term

last term= a+ (m-1)d

119 = a + (m-1)d

m-1=(119-a)/d

m=(119-a)/d+1........(i)

now,

8 th term from last= a+ (m-8)d

19=a+(m-8)d

m-8=(19-a)/d

m=(19-a)/d+8.......(ii)

from(i) and (ii)

(119-a)/d + 1=(19-a)/d + 8

(119-a)/d-(19-a)/d=8-1

(119-19-a+a)/d=7

100/d=7

d=100/7

Hope it helps....

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