The sum of \(31\) terms of \( \mathrm{AP} ~a_{1}, a_{2} ,a_{3}, \ldots a_{31} \) is \( a_{1}+a_{....
Question The sum of \(31\) terms of \( \mathrm{AP} ~a_{1}, a_{2} ,a_{3}, \ldots a_{31} \) is \( a_{1}+a_{7}+a_{13}+a_{19}+a_{25}+a_{31}=432 \) is
(A) \(144\)
(B) \(2160\)
(C) \(2232\)
(D) \(864\)š²PW App Link - https://bit.ly/YTAI_PWAP šPW Website - https://www.pw.live
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