The square of a term in the arithmetic sequence 2, 5, 8 , ........ is 2500. What is its position ?A20B15C17D25Answer: C. 17 Read Explanation: nthterm=an+bn^{th}term = a_n+bnthterm=an+b=3n−1=3n-1=3n−1(3n−1)2=2500(3n-1)^2=2500(3n−1)2=2500(3n−1)2=502(3n-1)^2=50^2(3n−1)2=502(3n−1)=50(3n-1)=50(3n−1)=503n=513n=513n=51n=51/3=17n=51/3=17n=51/3=17 Read more in App