Question

(p-g)^3×(p-g)СРОЧНООО​

Answer 1

Ответ:

p3+q3+3pq(p+q) =p3+3

Объяснение:p2q+3pq2+q3=(p+q) 3

Answer 2

To simplify the expression (p-g)^3 × (p-g), we can expand the cube of (p-g) and then multiply it by (p-g).

Expanding (p-g)^3: (p-g)^3 = (p-g)(p-g)(p-g)

Using the formula for the cube of a binomial, we can expand this as follows: (p-g)^3 = (p^2 - 2pg + g^2)(p-g)

Now, we can multiply this expanded expression by (p-g): (p^2 - 2pg + g^2)(p-g) = p^3 - p^2g - 2p^2g + 2pg^2 + pg^2 - g^3

Simplifying further: p^3 - p^2g - 2p^2g + 2pg^2 + pg^2 - g^3 = p^3 - 3p^2g + 3pg^2 - g^3

So, the simplified expression is p^3 - 3p^2g + 3pg^2 - g^3.