in arithmetic sequence 11th term is 41 and 14th term is 46.find 8th term
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Answer:
Given:-
11th term = 41
&, 14th term = 46
Solution:-
let 'a' be the first term and 'd' be the common difference
Now, a + 10d = 41 ----(1)
a + 13d = 46 -----(2)
Subtracting (ii) from (i),
Thus, 3d = 5
Or, d = 5/3
Putting value of 'd' in eq.(1),
a + 50/3 = 41
=> a. = 73/3
Hence, 8th term = 73/3 + 7 x 5/3
Or, 8th term = 108/3
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