If 17 times the 17th term is equal to 25 times the 25th term then 45th term of the A.P is
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Step-by-step explanation:
in AP an = a + (n-1)d
17th term = a17 = a + (17-1)d = a + 16d
25th term = a25 = a + (25 - 1) d = a + 24d
it is given that
17 (a + 16d) = 25 (a + 24d)
17a + 272d = 25a + 600d
25a + 600d - 17a - 272d = 0
8a + 328d = 0
8 (a + 41d) = 0
a + 41d = 0
a + 41d is the 42nd term
a42 = 0
please check whether you require to find 42nd term or 45th term
if 45th term the given data is insufficient
hope you get your answer
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