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$a_{1}, a_{2}, a_{3} \dots a_{n} are in A.P such that a_{n} = 100, a_{50} - a_{49} = 3 / 5 then 15^{th} term of A.P from the end is$

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Correct option is D

Let T15 is 15th term from end T15=an−14d=100-1435=100−425=4585

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a1,a2,a3…an are in A.P such that an=100,a50−a49=3/5 then 15th term of A.P from the end is

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$a_{1}, a_{2}, a_{3} \dots a_{n} are in A.P such that a_{n} = 100, a_{50} - a_{49} = 3 / 5 then 15^{th} term of A.P from the end is$