Question

3'(x^3) + 3(x^3)/ 3^2

Answer 1

3х³+3х³/3²

(3х³•3)/3+х³/3

(3х³•3+х²)/3

10х³/3

Answer 2

Let's simplify the given expression step by step:

1. Combine like terms: 3'(x^3) + 3(x^3)

The apostrophe in 3'(x^3) denotes the derivative of the expression with respect to x. So, let's find the derivative of x^3:

2. Find the derivative of x^3: d/dx (x^3) = 3x^2

3. Replace the derivative back into the expression: 3'(x^3) + 3(x^3) = 3(3x^2) + 3(x^3)

4. Factor out common terms: 3(3x^2 + x^3)

Now, the expression is simplified as 3(3x^2 + x^3).