4/5,a,2 are 3 consecutive terms of A.P. find value of a
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Since 4/5, a and 2 are consecutive parts of an AP, their common difference must be same
Therefore, a3 - a2 = a2- a1
2- a = a- 4/5
2-a= ( 5a - 4) / 5
5( 2-a ) = 5a - 4
10 - 5a = 5a - 4
14= 10 a
a= 14/10 = 7/5
Answer= 7/5
Therefore, a3 - a2 = a2- a1
2- a = a- 4/5
2-a= ( 5a - 4) / 5
5( 2-a ) = 5a - 4
10 - 5a = 5a - 4
14= 10 a
a= 14/10 = 7/5
Answer= 7/5
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