Question

Решите неравенство 4(2х-1)-3(3х+2)>1

Answer 1

8x-4-9x-6>1

-x-10>1

-x>-0.1

x<0.1 

Answer 2

8x-4-9x-6-1>0

-x-11>0

-x<11

x>-11

 

Ответ: x>-11

Answer 3

I can help you with solving inequalities. To solve the inequality 4(2x-1)-3(3x+2)>1, we need to do the following steps:

- Expand the brackets and simplify the terms: 8x-4-9x-6>1 - Collect the terms with x on one side and the constants on the other: -x>-11 - Divide both sides by -1 and reverse the inequality sign: x<11

Therefore, the solution is x<11. You can check your answer by substituting any value of x less than 11 into the original inequality and verifying that it is true. For example, if x=10, then 4(2*10-1)-3(3*10+2)>1 becomes 4(19)-3(32)>1, which is 76-96>-19, which is true.Ответь+подробно.+Решите+неравенство+4(2х-1)-3(3х+2)>1