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Khoii Minh
Khoii Minh

Khoii Minh

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Khoii Minh
Asked: Tháng Mười 27, 20202020-10-27T06:02:31+00:00 2020-10-27T06:02:31+00:00In: Môn Toán

b, 2^332 và 3^223 So sánh nha

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b, 2^332 và 3^223
So sánh nha

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    1. Ladonna

      Ladonna

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      Ladonna
      2020-10-27T06:03:53+00:00Added an answer on Tháng Mười 27, 2020 at 6:03 sáng

      Ta có: 

      `2^332 < 2^333 = (2^3)^111 = 8^111`

      `3^223 > 3^222 = (3^2)^111 = 9^111`

      `Vì 8^111 < 9^111 → 2^332 < 3^233` 

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    2. Mít Mít

      Mít Mít

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      Mít Mít
      2020-10-27T06:04:07+00:00Added an answer on Tháng Mười 27, 2020 at 6:04 sáng

      Đáp án:

       

      Giải thích các bước giải:

       `2^332<2^333`

      `=>2^332<(2^3)^111=8^111`

      `3^223>3^222`

      `=>3^223>(3^2)^111=9^111`

      Ta có

      `8<9`

      `=>8^111<9^111`

      `=>2^332<3^223`

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