Rozwiąż nierówność:
4 |x- 3√2| - 2√2 > √2 + |x- 3√2|
4|x-3√2|-2√2>√2+|x-3√2|
4|x-3√2|>3√2+|x-3√2|
4|x-3√2|-|x-3√2|>3√2
3|x-3√2|>3√2
|x-3√2|>√2
x-3√2>√2 lub x-3√2<-√2
x>4√2 lub x<2√2
x∈(-∞;2√2) U (4√2;+∞)
" Life is not a problem to be solved but a reality to be experienced! "
© Copyright 2013 - 2024 KUDO.TIPS - All rights reserved.
4|x-3√2|-2√2>√2+|x-3√2|
4|x-3√2|>3√2+|x-3√2|
4|x-3√2|-|x-3√2|>3√2
3|x-3√2|>3√2
|x-3√2|>√2
x-3√2>√2 lub x-3√2<-√2
x>4√2 lub x<2√2
x∈(-∞;2√2) U (4√2;+∞)