| __ | 1. | y= 1 / x | | A. | y’= nxn-1 | | __ | 2. | y =n √x | | B. | y’ = 1 / n√xn-1 | | __ | 3. | y =ax | | C. | y’= (-1) / x2 | | __ | 4. | y =cosx | | D. | y’ = ex | | __ | 5. | y =ex | | E. | y’ = cosx | | __ | 6. | y =lnx | | F. | y’ = ax lna | | __ | 7. | y = logax | | G. | y’ = 1 / x | | __ | 8. | y =senx | | H. | y’ = 1 / cos2 x= 1+ tg2 x | | __ | 9. | y =tgx | | I. | y’ = 1/xlna | | __ | 10. | y = xn | | J. | y’ = -senx |
| __ | 11. | y=1 / f(x) | | A. | y'=n f(x)n-1 f '(x) | | __ | 12. | y=n√ f (x) | | B. | y'= -f '(x) / f(x)2 | | __ | 13. | y= af x | | C. | y'= f '(x) / 2√ f (x) | | __ | 14. | y = cos (f (x)) | | D. | y'= f '(x) / n n√ f (x)n-1 | | __ | 15. | y= efx | | E. | y'= f '(x) afx lna | | __ | 16. | y= f(x)n | | F. | y'= f' (x) cos (f (x)) | | __ | 17. | y= ln f(x) | | G. | y'= -f' (x) sen (f (x)) | | __ | 18. | y= loga f (x) | | H. | y'= f '(x) efx | | __ | 19. | y= sen ( f (x) ) | | I. | y'= f '(x) / f (x) | | __ | 20. | y=√ f (x) | | J. | y'= f '(x) / f (x) lna |
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