Question

(1/2+1/2^2024) . 2024:2

bn nào nhanh mình tặng 1 like

 

Answer 1

`(1/2 + 1/(2^2024)) . 2024 : 2 `

`= ((2^2023)/(2^2024) + 1/(2^2024) ) . 2024 : 2 `

`=( (2^2023 + 1)/(2^2024)) . (2024 : 2)`

`=( (2^2023 + 1)/(2^2024)) . 1012`

`=(1012 (2^2023 + 1))/(2^2024)`

Answer 2

\(\left(\dfrac{1}{2}+\dfrac{1}{2^{2024}}\right).2024:2=\left(\dfrac{2^{2023}+1}{2^{2024}}\right).\dfrac{2^3.253}{2}=\left(2^{2023}+1\right).\dfrac{1}{2^{2024}}.2^2.253=253.\left(\dfrac{2^{2023}+1}{2^{2022}}\right)\)