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222-9+11+12:2*14+14 = ? ( )

Toán Lớp 7: Tìm n là số tự nhiên sao cho 2n+3 chia hết cho n-1

Toán Lớp 7: Tìm n là số tự nhiên sao cho 2n+3 chia hết cho n-1

Comments ( 1 )

  1. 2n+3\vdots n-1
    (ĐKXĐ:n-1\ne 0=>n\ne 1)
    =>2n-2+5\vdots n-1
    =>2(n-1)+5\vdots n-1
    Vì 2(n-1)\vdots n-1
    2(n-1)+5\vdots n-1
    =>5\vdots n-1
    – Tính chất : a+-b\vdots m
    $\begin{cases}a\vdots m⇒b\vdots m\\b\vdots m⇒a\vdots m\end{cases}$
    =>n-1∈Ư(5)={+-1;+5}
    =>n∈{0;2;-4;6}
    Vậy 2n+3\vdots n-1=>n∈{0;2;-4;6}

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222-9+11+12:2*14+14 = ? ( )