Question

2) - 14a ^ 2 * bc(0, 1a * b ^ 3 * c) * 3c ^ 2​

Answer 1

Відповідь: -1,4*$a^{3}$*$b^{4}$*$c^{4}$

Пояснення:

Answer 2

To simplify the expression, let's break it down step by step:

1. Start with the expression: -14a^2 * bc(0, 1a * b^3 * c) * 3c^2

2. Simplify the innermost parentheses: bc(0, 1a * b^3 * c)

   The expression inside the parentheses is 1a * b^3 * c. We can simplify this by multiplying the coefficients and combining the variables: 1a * b^3 * c = a * b^3 * c = abc^4

   Therefore, the expression inside the parentheses simplifies to: bc(0, abc^4)

3. Substitute the simplified expression back into the original expression: -14a^2 * bc(0, abc^4) * 3c^2

4. Multiply the coefficients outside the parentheses: -14a^2 * 3c^2 = -42a^2c^2

5. Substitute the simplified expression back into the original expression: -42a^2c^2 * bc(0, abc^4)

6. Multiply the remaining variables: bc(0, abc^4) = b * c * 0 * abc^4 = 0

7. Substitute the simplified expression back into the original expression: -42a^2c^2 * 0

8. Any number multiplied by 0 is always 0. Therefore, the simplified expression is: 0

So, the simplified form of the expression -14a^2 * bc(0, 1a * b^3 * c) * 3c^2 is 0.