Let a_1, a_2,...,a_30 be an AP, S=sum_(i=1)^(30)a_i and T=sum_(i=1)^(15)a_(2i-1) If a_5=27 and S...

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Let a_1, a_2,...,a_30 be an AP, S=sum_(i=1)^(30)a_i and T=sum_(i=1)^(15)a_(2i-1) If a_5=27 and S... Let a_1, a_2,...,a_30 be an AP, S=sum_(i=1)^(30)a_i and T=sum_(i=1)^(15)a_(2i-1) If a_5=27 and S...
Let a_1, a_2, ……a_30 be an A.P., S=∑_i=1^30a_i and T=∑_i=1^15a_2 i-1 If a_5=27 and S-2  T=75, the... Let a_1, a_2, ……a_30 be an A.P., S=∑_i=1^30a_i and T=∑_i=1^15a_2 i-1 If a_5=27 and S-2  T=75, the...
Let a_1,a_2,….,a_30 be an A.P., S=∑_(i=1)^30▒a_i and T=∑_(i=1)^15▒a_((2i-1)) . Let a_1,a_2,….,a_30 be an A.P., S=∑_(i=1)^30▒a_i and T=∑_(i=1)^15▒a_((2i-1)) .
Let a_1, a_2, …… a_30 be an AP, S=∑_i=1^30 a_i and T=∑_i=1^15 a_(2 i-1). If a_5=27 and S-2 T=75 t... Let a_1, a_2, …… a_30 be an AP, S=∑_i=1^30 a_i and T=∑_i=1^15 a_(2 i-1). If a_5=27 and S-2 T=75 t...
a1,a2,a30 AP, S=Σai i∈[i=1,30] and T=Σ a(2i-1) i∈[i = 1, 15] If a5 = 27 and S–2T=75, then a10 is a1,a2,a30 AP, S=Σai i∈[i=1,30] and T=Σ a(2i-1) i∈[i = 1, 15] If a5 = 27 and S–2T=75, then a10 is
Let a1,a2,…a30 be an A.P., S=∑i=130ai and T=∑i=115a2i-1. If a5 =27 and S-2T=75, t.... Let a1,a2,…a30 be an A.P., S=∑i=130ai and T=∑i=115a2i-1. If a5 =27 and S-2T=75, t....
Let \[{a_1},{a_2},{a_3},........\] be in an A.P. such that \[\sum\limits_{k = 1}^{12} {{a_{2k - 1}}} Let \[{a_1},{a_2},{a_3},........\] be in an A.P. such that \[\sum\limits_{k = 1}^{12} {{a_{2k - 1}}}
MATH OLYMPIAD | EVALLUATE : 1/𝑎_1 +1/𝑎_2 +1/𝑎_3 +…+1/𝑎_20 𝑖𝑓 𝑎_𝑛=√(1+(1+1/𝑛)^2 )+√(1+(1−1/𝑛)^2 ) MATH OLYMPIAD | EVALLUATE : 1/𝑎_1 +1/𝑎_2 +1/𝑎_3 +…+1/𝑎_20 𝑖𝑓 𝑎_𝑛=√(1+(1+1/𝑛)^2 )+√(1+(1−1/𝑛)^2 )