Question

A^2-c^2-12c-36 разложить на множетели

Answer 1

Фотомэс в помощь ахаха

Answer 2

To factorize the expression A^2 - c^2 - 12c - 36, let's follow these steps:

Step 1: Identify the common terms, if any. Step 2: Use appropriate factoring methods to simplify the expression. Step 3: Express the expression as a product of its factors.

The given expression is: A^2 - c^2 - 12c - 36

Step 1: There are no common terms in this expression.

Step 2: We can notice that the expression resembles a difference of squares:

A^2 - c^2 can be factored as (A + c)(A - c).

Step 3: The expression becomes:

(A + c)(A - c) - 12c - 36

Now, we'll try to factor the remaining part: - 12c - 36.

Step 4: The expression -12c - 36 can be factored out further by taking out a common factor:

-12c - 36 = -12(c + 3)

Now, the fully factored expression becomes:

(A + c)(A - c) - 12(c + 3)

So, the final factored form of the expression A^2 - c^2 - 12c - 36 is:

(A + c)(A - c) - 12(c + 3)