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

Có bao nhiêu giá trị nguyên m thuộc(-10;10) để hàm số

18/30

Có bao nhiêu giá trị nguyên m∈(-10;10) để hàm số y=m2x4-2(4m-1)x2+1 đồng biến trên khoảng (1;+∞)?

15

6

7

16

Giải thích

Chọn D

+ Với 9et936nLPoBWx9QEC4QszjE9sU8X4Ejj2K8AmFfiwNr7KzVVt1XcIK9NNIeN35s3TXVHlW8zO5ts13keYh6yuW5vaU-6Zp51gQEfHZLI91r7KRqU9EQFu6g8eEtZjxTVEBntmz0ax1Q_akAmLw, hàm số trở thành iuquGpigKAtM5wauCrIgubBd1vKfvl_sgbK1Yd-Legi03iZfPy9ILX1vDBCU0d-68q1yiIuwRLJW6V5qYNu2poxt3uBSD17tv1Q6s1T5KgxFwm4XjyScApeIpBg777PyOtjl5Sk6KC79oIXrVw đồng biến trên LqlvipEYGEuvlNCHjthnscDIjzeehx905-ZSJoA9mGKtfW2cO5kchVEXvV522ambSdamd2wsvYEhz-DJoI0RojCXShJWM4ZsO-OY3DpYDklZrYuR8EGxzSB4s8W3tCOtlcdw3ofFR5AUGBdpow nên hàm số cũng đồng biến trên khoảng aMQyhNxCRmUY_nU3MqUWnmwWo9EZX7Qpon1Yy1jxtS-ytm5IdPzSRHqRbL58l6jhqjofSYyt7xEQxDSYySWBAKtghMHFeEJ_kDh-Of7Y2DWPzs0HKY1y594fQ2jwAfShW4CgNPPOrUmcs1RSKg, do đó AoM29UGQB61vV-QmBxIqfB40bWgc0Qq8X1f62-wHh19fAf-V1swBt__V23d--r0HgSAD7OxOmZ-6dbv4UnzajJTxzeZtBEwdIh0K_xhVeLfdCORrBli8W-SUagUYmFUGMED17bpE5-CozrKqFA thỏa mãn.

+ Với vG_PHhkmLs3AY9JxbrOqZLl1CwAahGAldc87No3N9Si5ZZxpgBeLSC3XOQqsnNGxu29lWo8xKsHp9w4SBYwT8AYcDUK6o7--AErkBLOrtTT6Dc1SEDZxCsxEhuuhz1QgXhwD-_PsuhSF8XlfPA, hàm số đã cho làm hàm số trùng phương với hệ số gAe29iJMrz-xz_rfeo6qSOpUaw1TFYJxrRFR_SdYqYN68rF4MGMlZws3PBgc3gTRqMGh7381WIo9AknQdnPPdYKbtUxwzqjqSNWa2WOd-2t7httkehORorl8RrAWikDjZDMvurOC8KzZdUF4IQ.

aQlwAx_A-8KtOs1X4NZoFVnsj5VFi33ts5sXsKlY4yg-BtfKny5ETcdkFp3U4K5wBB1_2k6_D4KK9ehYwXHMMajUip-AZbbaE91NArdUqapbJmO8beB3NwAFxS3aVwhNy6_ZeDYkI7USXK0GtQ

GAsBWBCGFxkLCge3tGWWKV9ugRQJGflAWv4Oyrc3EzvK7YZja9rYR33dmieVRf1zEua4CiuZtg0v2dhdxQ-7IHhk4wMBTa6ayWMjdPummVH9ZzBF_-9MyNLQe53vMErQ63-8Crvsr6FvTToOCg,

dEqDR5hK06OgVD_e80B41nuG1cWPAkNGTFY2928HFj66ytDIdqv15zDvH2YPxwx0KOmuBMbYCID2NRSHByhuwIpqgJq0Pc8FNBssbn3YBm1eNQ9egY8JQnLkRwT90TcKTaSdUj2LVHXMX9q-KQ.

Để hàm số đồng biến trên khoảng ekxRbhhhQ_bR0yiJODEFcjIp4Gh6gfLxnhmN1cX7jZSGHDcDeAPZTBJDbvqY7wAAi1ikLXOayLg_bJSLCdKHyjiTfF22XyTiM_FxXdwUfuxV3Jyf-fk-AVlzVEsDDsWqrH9jlD__5Yjpr2e8zQ thì phương trình D7MiQtLOolVhvrsFtpdOQAvfSaS-Suma9XxaQfRP8Xm3Nc3GF4fdjIeGtdebzs8RX78aZ1BsqcgknfJWP15DwpgaSKLG4c5Qf2RQOTkYiJyDwebaEdRf7enRdqkquW9uI8ybN7MhgWhvVqTF3w vô nghiệm hoặc có hai nghiệm phân biệt Qpn8Ga-KuMCGBl9lsTAwLvzDKwVGEIp2551dibXJyBb1hst5nptXkRSNJOzdCUlhhwzUeO0yhHsrFuVSH01JzlPiDF5X2UReVUgdmPbgnKmcxzr4kn2X0OoNRm8SlzYOczeNZ8soJFmCyb5hcA, _fFgH1zVIhZw-_rVU-n8vU0DqnZ2mU1vnOw5XArdO1h3l2h-kWF-qrquzllkYe1SP692EcOEifYfre8J1Qj84SWO4BkwzC76KbN28fBnSf5YHDfFLkkG9Va_oZWhdwL6zdNgxBg2xBP2xC6YiQ sao cho tMoz11PqGMxag4RzvNmbKzg5Y5IUEhiBGLIceZTrKHtu42I4yERk5y4NIGIAvEaO4d8nRlaxO14vC_DpiPhsnk5szRH5JlsKHbZOXH3KKn75b584zOh2BqGjQLmfStwVA1OgE9habAw8WKrN5w

pAfMETiYd7L5e-8_ssbgEcgGGFTsFZAB_wXmQ71OyTrsz2lbu88lM00lWfyruqYEmjneFWBeTDUSLWNESCNxKsnTodMN_ipCdahYBBe4bzlBzpwHVmhdFVXtGDzQ2ZGGUayqVacurbYoqjXpzw

wXPN1M-kYvBgR6DuaTsfBxsi58gR18brnd3yh-jMgLp0z28bIwFnUtEfILtG9Y8bvJUuYvENSuxBXp_qFloxRzoiX0teeC7QCnhcMvf4zLWXE6D_PtlpDmXZJEnSK_5XC1TmYYFHc3EABj402Q

HCUW_ZfVi7sTO2tpOkJtM-20N1xTI1h5eHvvJ9KxgswsASK3Su1gebjjICXFPRrxuY9nPnLb7iKkBwCDKVyMMUMD9Wxf5TE5PZmyhVNMuDQsc15fa5wJ4MXlvKD9IFTTfq59EccqdGOQaIuOuQ.

Vậy điều kiện để hàm số đồng biến trên j3Zc9jRyR3vlXvFzMVdeJBvMwby6YRHvZWPdzHOzFMh84UBA6sHLFHVlFpg09ImzJV3WmVw-t5Ydd0Q0mmctwk4Bksj_JQlfC6-s_mYH8s2mx70WT5Q79IU92SNKE9ISgobThXOnm1qQ2ewkaQEGcL-N54rx3ksW2x1Cvhf0_1Z-ZvhY8TyfSSpa0G9Ra1OAIiTr8TciQ57ivsI0ee-WWkum3YIsXjWiYplRPIMy0vk_OEMug_CC8USskdYlF2r4f8ePi84YJ9INcBlPqisw6GTM0hkTn1sJyOig.

C1tHQjb3uvw6tPAzrkv2h01P09L328x0h2_oRM6AxyK3cscEigEDq0eQZ9NOfC9_xR0bQrwUsG0mEP4nxvA6ZCJKDsVPa0xGHIp0-Pw9ZBg-DT3OUh5b2XFyzL5sHKjQqp5vgY7uUWE4PrpdGg nguyên, L-M1VAAlJKPUTWIY9zNsjLdUzlFVgEyTa61fLpcfF3qr-OQPu_NDYyDEgyycqbEC5H9jBgD15PJWH0eRZQoLT-QHiYCeeG4Fd5_kyHoCIcmAT-bBgUmVRe_nJgPWgkUVGFenIeHjiI4HR_ionA nên kYt6zGSfXf_lZMJhgpWybljZZOKxukK-q5ytpHc_4IOl0yt3TiVf6AdUVKp97MgS5ObqZTnlJyhKqgOWbELxyhFV48p4JoIPl0g5vq_bQXUkbgysZLJfrMF_mr0D4H1Scpf_GX1nsOgAImWvJQ, có dFCcBC1xjKr8q3FwfaoSp7R3YW-Q20BhdYkEer4tfHVXP-NBUre5iNnQdWHCEh5jvk8mjh3J_XLM4-ail-H2jCsq1Wks0bFj3LxVGYzLXLE6UCF_SbsMClvYzkXBa4WS5nKXISQCG9qMivQ57A giá trị.