Bài tập Đạo Hàm cơ bản, nâng cao (có lời giải - P7)

Tính đạo hàm của hàm số y = căn bậc 2 (x + 1) ln x

9/25

Tính đạo hàm của hàm số hTC63JoEerTYLqUqiI9M1ZDPW1jusirniE47p12wUE-c0JdOWhjE_Wv0XSWeCn0s2xxB26JPrOvesyfQmglK_eWukEoo_pBGOREQNDypaV87LretpgZNxyob9i-lcRaRJqSjs65Szm3MdHUOkQ.

dco5AhLbKZB9sJgAxZgmtRrM96em8hl6ctiSAOPgHuEpCpgRklLJLaHdgKAHO-vDvnWqB7VAzk4sYk14hcxjW1oA4r2WyMeyhJfhkgQ3L8Vg6p6zfiKEn9eBbsd5PNqjf3rJApdyPRDgO-AQIQ.

vg0JdczPh_DcWLmXjbex007OieKVhR7xyioElreLqs31efkHuHZx2ejP3324A3hwG8BFyesacdRQTrGEaXACwAWkm_EJ7Rcngnk1QAdNi6kRw4fUnXCCel69HIaUdFDCA_kbLebkoqdOHCYB5A.

TJeXNrnUW2szdIyOk3LnOePtdIiSzs4IbakdABjXNx5Q6bgY7s9-KKLHvv3x2sfjx-kAxnrMuSmHboxvkhqxsAZ9zHmlQtS6vXyrR4DwW-1a-vDTt03HdZKe2WX8FucnfEYq8Xqryae_nXfdaw.

CkMk_1jUUwVVd2fvBhxUMhVco_2cF09JQMMAtlkpRUtlLo0sCtgdpUwsENhZOQgXj47xzDDbM-I6O9vYS79KShFsWKBRAJLcezJfIar02TGtXIsZdtKgQmEmZKfkMwKwTrauK6Ng3nWSbnb9AA.

Giải thích

Chọn A

8pCR_jTgp_n6XisWoo_Jht8DmEgRjSOHCt3XLO8deGizLAPr00dt08hCgjdvUfme5rN3_gAfiXKtK00PNSPS8WM5CVRX4-FFWR5mS76jEENar9lTO-O41DiMrl6xkIhbpmOI_GW85g0LMmr3SQ0rsHrMYu2bqCg3oVtrpQKkg031iQjgTH1oFIwvH_fvWq7C-91dCEea724x_hPTKiSrsK2nH0HdycsthI0k0Xqv5Wcaqj1FySeAmuEOyQvOf9KQBqqp3z3AGQClBGTv90lN_dbYXeiMZR1wM3Tg9lzknpHZn-WMjMY8bKjErwtjC3iOSuxWZHzqalqTbLDg_UGJxOcn8GgF1_YvsNJ3dEMdvmmml_LzVCcRNb_t_dq08-uGdlAcHtmBiZHyLvyntb0Bk8a5Lmm6ifap-lGg-HTf9Tjm3XPR6sKVgw 

gSlSBRLKxTMHyXpP5kS304EKdyxDx_pBYNNSuBInYjUZ1Qx-QUxQ1oAPVquRw8o0LyQFZfxDOZfaQuyjKDChWBMPXvCZraT5D8uFexUDNkOAAreaDXElC1G2P5uIGmM44HCTRnevof0QcNr5-Q.