The fifth derivative of y=x^3 is y=30x^2.
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### Instruction:
Find the fifth derivative of y=x^3

### Response:
The fifth derivative of y=x^3 is y=30x^2.
assistant

To find the fifth derivative of y = x^3, we need to find the first four derivatives and then differentiate them again.

First derivative (y') = 3x^2

Second derivative (y'') = 6x

Third derivative (yyyy) = 6

Fourth derivative (yyyy) = 0 (since the derivative of x^n is n*x^(n-1), and for n=3, the derivative is 6x^(3-1) = 6x^2)

Fifth derivative (yyyy) = 0 (since the derivative of x^(n-1) is (n-1)*x^(n-2), and for n=3, the derivative is 6x^(3-1) = 6x^2)

Therefore, the fifth derivative of y = x^3 is 0.