Question

|1+6х|>2хелп плииз срочно надо(((​

Answer 1

Ответ:

Пошаговое объяснение:

решение внизу

Answer 2

Solving the Inequality |1+6x| > 2x

To solve the inequality |1+6x| > 2x, we need to consider two cases: when 1+6x is positive and when 1+6x is negative.

Case 1: 1+6x is positive When 1+6x is positive, the inequality simplifies to 1+6x > 2x. We can solve this inequality by subtracting 2x from both sides and then solving for x.

1+6x - 2x > 0 1+4x > 0 4x > -1 x > -1/4

Case 2: 1+6x is negative When 1+6x is negative, the inequality simplifies to -(1+6x) > 2x. We can solve this inequality by multiplying both sides by -1 and then solving for x.

-(1+6x) > 2x -1-6x > 2x -1 > 8x -1/8 > x

Conclusion

So, the solution to the inequality |1+6x| > 2x is x > -1/4 or x < -1/8.