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## 现在把ChatGPT独立用于任何产业都是危险的

(2023-02-12 12:58:40) 下一个

ChatGPT火遍全网，也带动全社会的高度热情，只要和它沾边的股票都有一番炒作。这个炒作与微软先后投入数十亿美元干系不浅，当然，这个炒作是否是微软发起的还未可知。

1. 第一次ChatGPT被方程x^3+1=0卡住了。

The equation x^3 + 1 = 0 is a polynomial equation and can be solved using the cubic formula. The roots of this equation can be expressed analytically as follows:

x = (-1 + √[3(i)])^(1/3) , (-1 - √[3(i)])^(1/3)

where i is the imaginary unit, i.e., the square root of -1. These roots are complex numbers and cannot be expressed in terms of real numbers alone. The cubic formula provides a way to find the

2. 同样的问题，后面几次它换成了因式分解，但答案仍然是错的

The roots of the equation x^3 + 1 can be found using various methods, but it is not possible to express them using real numbers only. The roots are complex numbers.

One possible method to find the roots is to factor the polynomial as (x + 1)(x^2 - x + 1), which can be further factored as (x + 1)(x - (1 + i√3))(x - (1 - i√3)).

So the roots of the equation x^3 + 1 are:

• x = 1 + i√3
• x = 1 - i√3
• x = -1.

Note that the roots are complex conjugates of each other, meaning that if x is a root, then its complex conjugate (its "mirror image" across the real axis) is also a root.

3. 重复这个问题十几次

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Dalidali 它的可怕之处是它分分秒秒在学习提高！而且一旦学会，再也不会忘记！