Question

Математика пределы 1-2х/3х-2

Answer 1

1-2х/3х-2
-2х/3х=-1+2

Answer 2

Calculating the Limit of (1-2x)/(3x-2)

To calculate the limit of the given expression, we can use the concept of limits in mathematics. The limit of a function describes the behavior of the function as the input approaches a certain value.

The given expression is: $\frac{1-2x}{3x-2}$

To find the limit as x approaches a certain value, we can use algebraic manipulation and the concept of limits.

Solution:

We can start by simplifying the given expression to make it easier to evaluate the limit.

$\frac{1-2x}{3x-2}$

We can factor out a negative sign from the numerator to simplify the expression: $-\frac{2x-1}{3x-2}$

Now, we can proceed to find the limit of the expression as x approaches a certain value.

Finding the Limit:

To find the limit as x approaches a certain value, we can use the concept of limits. In this case, we are interested in finding the limit as x approaches a specific value, which is not provided in the question.

If you have a specific value for x as it approaches a certain number, please provide that information so that we can calculate the limit accordingly.

If you have a specific value for x in mind, please let me know, and I can calculate the limit based on that value.