Question

Разложить на многочлены (c+2)-d(c+2)

Answer 1

(c+2)*(1-d)
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Answer 2

I can help you with math problems. To factor the expression $(c+2)-d(c+2)$, you can use the distributive property of multiplication over addition. This means that you can write $(c+2)-d(c+2)$ as $(1-d)(c+2)$. This is the final answer, since there are no common factors in the two terms. Here is a step-by-step explanation:

- Start with the original expression: $(c+2)-d(c+2)$ - Notice that both terms have a common factor of $(c+2)$. This means that you can write the expression as $(c+2)(1-d)$ by taking out the common factor. - However, this is not the standard form of factoring, which requires the first term to be positive. To fix this, you can multiply both factors by $-1$. This gives you $-(c+2)(-1+d)$ - Finally, you can rearrange the second factor to make it easier to read. This gives you $(1-d)(c+2)$ - This is the final answer, since there are no common factors in the two terms.