Question

16z^2 -16z^3 +24z^2 y-9zy^2​

Answer 1

Ответ:

0.2^(1-sqrt(2.5))/sqrt3(125^2-0.3^3)-cos(pi/sqrt(5))

Объяснение:

Answer 2

The expression you provided is:

16z^2 - 16z^3 + 24z^2y - 9zy^2

To simplify this expression, let's combine like terms.

First, let's look at the terms involving z^3 and z^2.

-16z^3 + 16z^2 can be combined as -16z^3 + 16z^2 = 16z^2(-z + 1)

Now, let's look at the terms involving z^2y and zy^2.

24z^2y - 9zy^2 can be combined as 24z^2y - 9zy^2 = 3zy(8z - 3y)

Putting it all together, the simplified expression becomes:

16z^2(-z + 1) + 3zy(8z - 3y)

This is the simplified form of the expression you provided.