176 Bài trắc nghiệm Hàm số từ đề thi Đại học cực hay có lời giải chi tiết (P3)

Tìm tất cả các giá trị thực của tham số m sao cho hàm số y=(m-cosx)

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Tìm tất cả các giá trị thực của tham số m sao cho hàm số y=m-cosxsin2x nghịch biến trên (π3;π2).

7y-HvZJDFCRPPgEJfzEcOrnilMzpepHwl8bJS7uesRtYDuQN5ppfrvRAUs-LFgGSIFv1Qf3H3U10quJ4zK4KZIKV2BNeHfsbfR5FP-DLGkFhDWk2R-jCRbmSSYoIrer_IFPReXmH46Z2F3Vqxw.

R2KP7dLzEJzivO8l4caVe_Ps9ahmJhzD0OsMu-LF4jyKvsyrQVl97QXnQw5xmANgAm4duXnqD10jjB-Dv_syw0CDxWiJmi7gchhctW9Uc-ztbeQBpotdLFHYbbyspZ1A4rfop9Omw2zYit87hw.

U6uoNcR8Rx1kjhNp35G1JRenHIDJxpFjpP6QJeh7-0mgc0JR7OiXTIh7rqxgT5yqRqAHkAGAIypYnsvHOfsSgaXqkUCvyF5Lyg4MK3YBBL6dGN1zSWU4d6TZplMGO9Qcrh2Wh1fB7npM0YNKHQ.

d_yc_fCmjiqCQoh0eUNH7FLoH-E5NdmZB6MTb6guvBbcEXsbGRU_fIGbs_jSqcde07mDE6Z0395mSf1J-RUa087v7KnzoCfk_urROvNmlI3iuyHb_JdRqWRK-q3cQU3JOJ22cCt4WEimYXJ8xQ.

Giải thích

Chọn A

Ta có PaYMzCaIcatXyiG5tRRbNODkfTb5at5i_0x1QjxDIZO8bwhL4cUDAnmb2K5oOn2gn0jzp_GZdPGxKeDiJmNUmsjZGu5LEL89yRajPIXpZxbpQYhBJ6PuhQic8RHNbfpQ-5iWgJFjV3afRUtrTQ.

Đặt 9QOURti11IJ9WBL66Cf0_cC2_yZLhFH6vMUK3pnL_tVDpuFgyO19w0lC4Utrr-QIfn0D3OPoN_md84NIdkxcq8ODRXvlkdNGnLR2YmwWgo4RoFGjMfG6I9x5RCMo8qN4JteNJUTku2_CsWvCuw, xét hàm ZTGQUWFGgq-x_mj1_j1fbqzwJfFLZtSTpkGd9JcBBKzCUCvkWo9FZ5uSVyG992ShhiaBI0UI8raMZhKqkc6twa6oDYNaV2kuJ8nBZB3_-eB59tyXN4Xh6qBbWyeNtjQIM7FFWeMvosdeTgKVqQ, Doh_9STiuJRx6Kffu8KeOHoxmXMCpa_jsWC27TlWJa9glgyQarm2LFI9WkMMrVRrWNe11qUOAEOrg4PSnxOdRM702oXJRKnUSI7_wNeIaymzPfdy_Yq5M1eT7m6HbcZBR2ylaieX_8P9ibJ-TQ.

Hàm số nghịch biến trên x1b6lxZOxJxcljjz-qva7qJv5vmkd_4fQzrViudIxJVXD1M7z8gr2nHQN4I6QNGi1lX4xjH1KSYt34DDmwhlsHivbc-5egD9fxpKZPN_u0Rd4Qdyv9fXcKujDS_8y_trh7bhhD2Ti0I8NutRwQ khi nTAbOon7lXcf2lNR3icTCk2yXEvUqFq3BjoLWpak1GlDgeN0wTgJ7xx9v0O41rZ95EYWFTFDZI3yW3GOJUjMXUWGDK9ua33tvvwlgZk_bZMgeqPl9gmI-wLbp7gfYLvfg5ty2wVs7FTj53EUlw.

x3VDGIEejzCXaV2ObsLE0b88xi4WBAyPo-FALFH8g45mz-IH4Y0p9uSluG3wzKh2RSoXGuIZchXKTVyExOZ2HlWCjUzV5rRrhgDf2W01eVdLYBN5QRhdrhxlLUvCYAhPkpZilAW2peyfkrHUuQ,A9_iyZ1ykrsBTqiWVOPbt89-QpD5-gikEvSrcHrjYp-V-8KZwDJM8esI64VjF6ePQW5bVBuqqK_fe6x94oqCN4VaEWKynMZOoiP-_fFUMjCyBLQpdQ0iK9nZAeFRixB4CEhKM0UpCseJpxywUA.

Xét hàm lxvOJiYbb7I8-gkHsr0FIP2Eo-_Nuf_Khhxd1euYYjFoJ5BNOiF7-9kpbdNo1zaPfwxnLdYKK5S1rMkNRnfKzczrsKhISMPXUaOeVCLQ4vSYk5NtaBcfS3KVQiE5yFBVprToos4P-GCJgiz6ow, VOIKGbxRpyIDyvVJ6GHMT9whIq2ptWA0t-vpi_D1DunyLbLxJZCNsQfvvj-LkH2lO93rjUpCZuJTup8bWULdMtJi4hz6IQQ1eZ-cgm8HmbXP5dcD0Zp3u3_YM2cAlQjUtFJHQXsJruS9QI7S2g.

Ta có oI3obr-y5f8JlBpFN3in34O8ZZuRRWUkOKmyneX5OAAgdpJH-kE-CEFRxEs47UX40CXP7bsXSL8GGA7I1aZ5zHGmwXJeV2p8axa10x8f9o5ZOqWZqDhdqjAZ6HgFQb01scdb659rvKKYH-RtvA, RgDZbtjyjVtIueRCvQOb71E3McbBqF1oPtxeAgzUQ6YIZOsvBBCojzXALDRVDMmB5PtZc9hWXBFLQHJw6mdQln8DMKUnIqwd5pmunhmlY8UweAevscfdRE6UFohglQ4Y5Cq-GH0-2toXpalC-g.

Lập bảng BBT trên 02IDibyPLiT27PPzZ069pnq3_ok3clbfAXDv8p0wVzwxMDkrI4N1WGEU6ceg52Nho0nDKXOyyPJXvL1VBsHxA426-eNOIubpm1mOeggaZJmnp6X_EtinrnpUofCwC95t4DHVfTNwdFoMpiOtQg, ta có z8mG8ba7_6TKi6cHHom_zdAWU_PY4X7zMR4OdoupPDRUs9ByvsoAUFPlgmuzoWHHBSo3SwFLSIMEQfmjcL00DjrpKrvlD1Zk8KvTxOvGBTkpvrrGIvBxpdxHEMpjJ7kQXRmtjDHXWmFsKhkWww thỏa YCBT