Question

X = 0,3(28) x = 0,3(28) ∙x = 3,(28)∙x = 3,(28) ∙x = ,()990x = 325x = ​

Answer 1

Ответ:

10, 10, 10, 100, 10, 100, 1000, 328,(28), 65/198

Пошаговое объяснение:

не запутайся, тут по очереди

Answer 2

Вот помоему комуто поможет

Answer 3

It looks like you're performing some mathematical operations, but the notation is a bit unclear. Let me break down what you've written:

1. X = 0.3(28): This is a decimal number equal to 0.328.

2. x = 0.3(28): It seems you're using lowercase 'x' to represent the same value as 'X,' so x = 0.328 as well.

3. x = 0.3(28) ∙ x: You're multiplying x by itself, which is equivalent to squaring it. So, x^2 = (0.328)^2 = 0.107584.

4. 3,(28) ∙ x: It looks like you're expressing a repeating decimal. 3,(28) means 3.28 recurring. So, 3,(28) ∙ x = 3.28x, where x is 0.328, so 3.28x = 3.28 * 0.328 = 1.07584.

5. 3,(28) ∙ x = ,()990: This seems to be another representation of 3.28x being equal to 1.07584. The notation ,()990 is not standard mathematical notation.

6. 325x = ?: I'm not sure what this means. If you want to find the value of 325x, you can simply multiply 325 by the value of x, which is 0.328: 325x = 325 * 0.328 = 106.6.

So, based on the operations you've shown, it appears that the result is 1.07584 or approximately 1.08 when rounded to two decimal places. However, please clarify the notation if there's something specific you'd like to know or if you meant something different.