The derivative of the function y = () is equal to itself

The derivative of y = CE ^ x equals itself

RELATED INFORMATIONS

1. What is the derivative of 1 / [(X-2) ^ 2 * (3x + 1) ^ 2]? What about the derivative of 1 / (X-2) ^ 2?
2. The root x power of Y is equal to the root y power of X
3. Finding the n-order derivative y ^ (n) of y = x / radical (2-x) How to calculate and the answer is not the same!
4. What is the property of monotonicity of derivative function?
5. How to judge the monotonicity of function by derivative method
6. On the monotonicity method of judging function (definition method, composite function analysis method, derivative method) and detailed answers
7. Monotonicity of derivative The concrete steps of finding the monotonicity of derivative
8. F (x) = x ^ 3-6x ^ 2 + 9x-4, find the first derivative, second derivative, stationary point, the point with zero second derivative and its function value, monotone interval, extremum, asymptote
9. Find the monotone interval and extremum of y = x3-6x2 + 9x-5
10. How to judge the monotone interval of Y '= 10x ^ 3-9x = 0 after solving the three extreme points?
11. Find the derivative of the function y = 1 / X Find the derivative function of the following function y=1/x
12. What is the derivative of the function f (x) = SiNx / x? The answer is xcosx SiNx / x ^ 2
13. Find the monotone interval of function f (x) = 2 / × + SiNx Is there any wood to be broken?
14. Higher number, y = the derivative of e ^ x (cosx + xsinx),
15. A student studies the function f (x) = xsinx and draws the following four conclusions: 1) the function f (x) increases monotonically on [− π 2, π 2]; 2) there is a constant M > 0, so that | f (x) | ≤ m | x | holds for all real numbers x; 3) the function f (x) has no minimum value at (0, π), but must have a maximum value; 4) the point (π, 0) is a symmetry center of the function y = f (x) image （　　） A. ③B. ②③C. ②④D. ①②④
16. Let f (x) = xsinx (x ∈ R). If x ∈ (- π / 2,3 π / 2) and f (x) ≥ (- 1 / 2) x, the value range of X is obtained
17. If f (SiNx) = 3-cos2x, then f (cos15 degrees)=
18. Let (SiNx) = 2-cos2x, then f (COS π / 6) =?
19. Given SiNx = 2 / 3, find the value of (cosx SiNx / cosx + sin) + (cosx + sin / cosx SiNx)
20. The derivative of y = e ^ TaNx TaNx is to the power of E and 2 is to the power of TaNx