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Ankit Jha
28.10.18, 03:10
Q1. Show that 1+1/ √2+....+1 √n ≥ √2(n-1), for n ∈ N, n > 1.
Q2. Prove that 1/2(x+y+z) ≤ (x^2/y+z) + (y^2/x+z) + ( z^2/x+y), for
x, y, z > 0. Q3. Let x_i ∈ R such that 0
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Dear Ankit Jha, Please use a panel for submitting new questions
Q1. Show that 1+1/ √2+....+1 √n ≥ √2(n-1), for n ∈ N, n > 1. Q2. Prove that 1/2(x+y+z) ≤ (x^2/y+z) + (y^2/x+z) + ( z^2/x+y), for x, y, z > 0. Q3. Let x_i ∈ R such that 0
Leave a comment