25th term of an AP is three times its 11th term then 4th term of an AP is
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Step-by-step explanation:
let 1st term = a and common difference = d
nth term = tn = a+(n-1)×d
4th term = t4 = a+3d
11th term = t11 = a+10d
25th term = t25 = a+24d
given,
25th term = 3×11th term
=> t25 = 3t11
=> a+24d = 3×(a+10d)
=> a+24d = 3a+30d
=> 3a+30d-a-24d = 0
=> 2a+6d = 0
=> 2(a+3d) = 0
=> 2×t4 = 0
=> t4 = 0
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