Question

В) (c²-2cd) : c г) (p⁴-p³q) : p³

Answer 1

Ответ:

$\frac{c(c-2d)}{c} =c-2d\\\\\frac{p^3(p-q)}{p^3}=p-q$

Объяснение:

Answer 2

To simplify the given expressions, we can apply the rules of algebraic division.

а) (c² - 2cd) : c

To divide (c² - 2cd) by c, we can factor out a common term 'c' from the numerator:

(c² - 2cd) : c = c(c - 2d) / c

Now, the 'c' terms cancel out, and the simplified expression is:

c - 2d

b) (p⁴ - p³q) : p³

To divide (p⁴ - p³q) by p³, we can again factor out a common term 'p³' from the numerator:

(p⁴ - p³q) : p³ = p³(p - q)

Now, the 'p³' terms cancel out, and the simplified expression is:

p - q

So, the simplified expressions are: а) c - 2d b) p - q