Question

Sin x= sin 1/3 помогите пожайлуста

Answer 1

Решение
sinx = 1/3
x = (-1)^n * arcsin(1/3) + πn

Answer 2

Solving the Equation sin(x) = sin(1/3)

To solve the equation sin(x) = sin(1/3), we can use the trigonometric identity that states sin(a) = sin(b) if and only if a = nπ + (-1)^n * b, where n is an integer. Let's solve the equation step by step.

1. Using Trigonometric Identity: - According to the trigonometric identity sin(a) = sin(b), we have: - x = nπ + (-1)^n * (1/3) 2. Final Solution: - Therefore, the general solution to the equation sin(x) = sin(1/3) is: - x = nπ + (-1)^n * (1/3), where n is an integer.

This provides a general solution for the given equation. If you need further assistance or have any other questions, feel free to ask!