Let f (x) be differentiable, find the function y = f (e ^ x) e ^ f (x), and find the derivative of the independent variable x

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• 1. Let y = e ^ f (x ^ 2), find the second derivative of Y Let y = e ^ f (x ^ 2), find the second derivative of Y,
• 2. Finding the second derivative of y = 2 ^ x * e ^ x
• 3. What is the second derivative of y = e ^ (- (x ^ 2))
• 4. (1) N-order derivative of y = (x-a) ^ (x + 1)? (2) n-order derivative of y = e ^ x
• 5. The derivative of F (x) = (AX + 1) * e ^ x is known
• 6. Y = e ^ x + 1 / e ^ X-1 derivative Y = (e ^ x + 1) / (e ^ x-1) so y '= [(e ^ x-1) * (e ^ x + 1)' - (e ^ x-1) '* (e ^ x + 1)] / (e ^ x-1) ^ 2 [which formula got this step? I can't understand it] = [(e ^ x-1) * e ^ x-e ^ x * (e ^ x + 1)] / (e ^ x-1) ^ 2 = (- 2E ^ x) / (e ^ x-1) ^ 2
• 7. What is the derivative of e ^ (1-x ^ 2)?
• 8. What is the derivative of E Λ x?
• 9. What is the derivative of F (x) = a (X & # 178; - x-1) / e ^ 2?
• 10. What is the derivative of F (x) = a (X & # 178; - x-1) / e ^ x?
• 11. When f (x) = (x + 1) ln (x + 1) + m (x ^ 2 + 2x) x > = 0, f (x)
• 12. Derivative of F (x) = (a ^ x) x ^ A
• 13. If f (x) is differentiable on R, the relation between the derivative of F (- x) at x = A and the derivative of F (x) at x = - A is () A. Equal B. reciprocal C. opposite D. uncertain
• 14. Let f (x) be differentiable on R, find the relation between the derivative of F (- x) at x = A and the derivative of F (x) at x = - A I want to define the formula, not the compound function
• 15. The derivative of function f (x) = a ^ 4 + 5A ^ 2x ^ 2-x ^ 6 is
• 16. Let y = f (x), f '(x) exist, and find the derivative of y = f (2 ^ x)
• 17. Derivative of y = INX derivative of y = in * 2
• 18. Given that y = f (INX), the second derivative of F (x) exists, find the second derivative of Y
• 19. Let the second derivative of F (x) be always greater than 0 and f (x) be constant in the domain R
• 20. Let the second derivative of F (x) be greater than 0 and f (0)