Question

Выполните действия: 1) (a^2 b)/12c*16c/(ab^2 )2) 28a/c^3 :(4a^2 c)3) (6a-6b)/c^2 *(4c^6)/(a^2-b^2 )4) (5x-10)/(2x+3) :(x^2-4)/(4x+6)распишите каждое мне действие а не только ответ​

Answer 1

Если что-то непонятно пишите я могу дописать объяснение

Answer 2

Calculation Steps:

1. Step 1: Simplify the expression (a^2+b)/12c*16c/(ab^2+) - Multiply the numerators: (a^2 + b) * 16c - Multiply the denominators: 12c * (ab^2) - Simplify the expression: (16ac^3 + 16bc) / (12abc^2)

2. Step 2: Simplify the expression 28a/c^3 : (4a^2 + c) - Multiply the numerators: 28a * (4a^2 + c) - Multiply the denominators: c^3 - Simplify the expression: (112a^3 + 28ac) / c^3

3. Step 3: Simplify the expression (6a - 6b)/c^2 * (4c^6)/(a^2 - b^2) - Multiply the numerators: (6a - 6b) * (4c^6) - Multiply the denominators: c^2 * (a^2 - b^2) - Simplify the expression: (24ac^6 - 24bc^6) / (ac^2 - bc^2)

4. Step 4: Simplify the expression (5x - 10)/(2x + 3) : (x^2 - 4)/(4x + 6) - Multiply the numerators: (5x - 10) * (4x + 6) - Multiply the denominators: (2x + 3) * (x^2 - 4) - Simplify the expression: (20x^2 + 30x - 40x - 60) / (2x^3 - 8x + 3x^2 - 12) - Combine like terms: (20x^2 - 10x - 60) / (2x^3 + 3x^2 - 8x - 12)

Calculation Results:

1. (a^2+b)/12c*16c/(ab^2+) = (16ac^3 + 16bc) / (12abc^2) 2. 28a/c^3 : (4a^2 + c) = (112a^3 + 28ac) / c^3 3. (6a - 6b)/c^2 * (4c^6)/(a^2 - b^2) = (24ac^6 - 24bc^6) / (ac^2 - bc^2) 4. (5x - 10)/(2x + 3) : (x^2 - 4)/(4x + 6) = (20x^2 - 10x - 60) / (2x^3 + 3x^2 - 8x - 12)

Please note that the provided search result snippet does not contain specific information related to the given mathematical expressions. However, the steps provided above outline the process to simplify each expression.