Question

Ctg(3x-п/3)=√3 срочно помогите пожалуйста

Answer 1

3x-p/3=arcot(sqrt3)
3x-p/3=p/6
3x-p/3=p/6+kp
x= p/6+kp/3

ps р это пи

Answer 2

Solve for x in the equation Ctg(3x-п/3)=√3

To solve the equation Ctg(3x-п/3)=√3, we need to isolate x.

1. Start by taking the cotangent of both sides of the equation: ``` Ctg(3x-п/3) = √3 ctg(3x-п/3) = √3 ```

2. Take the inverse cotangent (arccot) of both sides to eliminate the cotangent function: ``` arccot(ctg(3x-п/3)) = arccot(√3) 3x-п/3 = arccot(√3) ```

3. Simplify the equation: ``` 3x-п/3 = π/3 - arccot(√3) ```

4. Solve for x: ``` 3x = π/3 - arccot(√3) + п/3 x = (π/3 - arccot(√3) + п/3) / 3 ```

Please note that the exact value of x cannot be determined without knowing the specific values of π and √3.