After getting the error message and then retrying the model gave better answers then it does now, without the error messages. I can give some examples where the model gave a correct answer after the reload, but now behaves in a reduced intelligence level
Op
What is the Taylor expansion of sin(x)
The Taylor expansion of sin(x) is given
by:
sin(x) =x - (x^3) /3! + (x^5) /5! - (x^7)/7!
+
where "!" denotes the factorial
operator. This means that the terms in
the expansion are the powers of X, with
the coefficients being the alternating
series (-1)^n / (2n + 1)!. The expansion
is valid for all values of x.
a Try again
In general, the Taylor expansion of a
function f(x) at a point ×0... (read more)
After getting the error message and then retrying the model gave better answers then it does now, without the error messages. I can give some examples where the model gave a correct answer after the reload, but now behaves in a reduced intelligence level
Op What is the Taylor expansion of sin(x) The Taylor expansion of sin(x) is given by: sin(x) =x - (x^3) /3! + (x^5) /5! - (x^7)/7! + where "!" denotes the factorial operator. This means that the terms in the expansion are the powers of X, with the coefficients being the alternating series (-1)^n / (2n + 1)!. The expansion is valid for all values of x. a Try again In general, the Taylor expansion of a function f(x) at a point ×0... (read more)