Question

Найдите пожалуйста производную y =

Answer 1

(u/v)`=(u`v-uv`)/v²

y`=((lnx)`·√(x²-1)-(√(x²-1))`·lnx)/(x²-1)

y`=((√(x²-1)/x)-(2x·lnx/2√(x²-1)))/(x²-1)

Answer 2

Finding the Derivative of y

To find the derivative of the given function y, we need to know the specific form of the function. Unfortunately, the question does not provide the complete equation for y. However, I found some snippets from search results that might help us find the derivative.

From Source the snippet suggests that the equation for y is: y = 5 * 2^x - 3log4 x.

From Source the snippet provides an example of finding the derivative of y = 1 - 2x, which might give us some insight into the process.

From Source the snippet suggests that the equation for y is: y = 4x^2 - 4x - x^3.

From Source the snippet suggests that the derivative of y is y' = 2x.

Unfortunately, without the complete equation for y, it is difficult to provide a specific answer. Could you please provide the complete equation for y so that I can assist you further?