Question

(m ^ 3 - m ^ 4 + 3)/(m ^ 3)

Answer 1

решение смотри на фотографии

Answer 2

To simplify the expression ((m^3 - m^4 + 3)/(m^3)), we can perform the following steps:

First, let's factor out m^3 from the numerator: m^3 - m^4 + 3 = m^3(1 - m) + 3

Now, we can rewrite the expression as: ((m^3 - m^4 + 3)/(m^3)) = (m^3(1 - m) + 3)/(m^3)

Next, let's divide each term in the numerator by m^3: (m^3(1 - m) + 3)/(m^3) = (m^3(1 - m)/m^3) + (3/m^3)

Simplifying further: (m^3(1 - m)/m^3) + (3/m^3) = (1 - m) + (3/m^3)

Therefore, the simplified expression is (1 - m) + (3/m^3).