Question

Sinx=-1,3. Какое решение????????

Answer 1

Уравнение не имеет решение т.к. | sin α | ≤ 1

Answer 2

Нет решений. у sin ответ не может быть больше 1 и меньше -1

Answer 3

Solving the Equation Sin(x) = -1.3

To solve the equation sin(x) = -1.3, we can use the inverse sine function to find the values of x that satisfy this equation.

The inverse sine function, also known as arcsin, is denoted as arcsin or sin^-1.

Using the inverse sine function, we can express the solution as: x = arcsin(-1.3)

Let's calculate the value of arcsin(-1.3) to find the solution.

Calculation

The value of arcsin(-1.3) is not defined in the real number system, as the range of the sine function is from -1 to 1. Therefore, there are no real solutions for the equation sin(x) = -1.3.

In the complex number system, the solution may exist, but in the context of real numbers, there are no solutions for the given equation.

This means that the equation sin(x) = -1.3 has no real solutions.

Conclusion

The equation sin(x) = -1.3 does not have any real solutions within the real number system.

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