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'll first find the first four derivatives.

1. y' = d(x^3)/dx = 3x^2 (derivative of x^3 with respect to x)
2. y'' = d(3x^2)/dx = 6x (derivative of 3x^2 with respect to x)
3. y''' = d(6x)/dx = 6 (derivative of 6x with respect to x)
4. y'''' = d(6)/dx = 0 (derivative of a constant, which is zero)
5. y''''' = d(0)/dx = 0 (derivative of a constant, which is zero)

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