Question

Answer 1

Bài 3:

P = \(\dfrac{1^2}{2^2-1}\). \(\dfrac{3^2}{4^2-1}\).\(\dfrac{5^2}{6^2-1}\).....\(\dfrac{2023^2}{2024^2-1}\) 

P = \(\dfrac{1}{\left(2-1\right).\left(2+1\right)}\).\(\dfrac{3^2}{\left(4-1\right).\left(4+1\right)}\)....\(\dfrac{2023^2}{\left(2024-1\right).\left(2024+1\right)}\)

P = \(\dfrac{1}{1.3}\).\(\dfrac{3^2}{3.5}\).\(\dfrac{5^2}{5.7}\).\(\dfrac{7^2}{7.9}\)......\(\dfrac{2021^2}{2021.2023}\).\(\dfrac{2023^2}{2023.2025}\)

P = \(\dfrac{1}{2025}\)