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

Toán Lớp 6: e,K+1/2021+K+2/2020=K+3/2019 +K+4/2018 giupa mik vs

Toán Lớp 6: e,K+1/2021+K+2/2020=K+3/2019 +K+4/2018
giupa mik vs

Comments ( 2 )

  1. $\\$
    (k+1)/2021 + (k+2)/2020 = (k+3)/2019 + (k+4)/2018
    -> (k+1)/2021 + (k+2)/2020 + 2 = (k+3)/2019 + (k+4)/2018 + 2
    -> ( (k+1)/2021 +1) + ( (k+2)/2020 + 1) = ( (k+3)/2019 + 1) + ( (k+4)/2018 + 1)
    -> ( (k+1)/2021 + 2021/2021) + ( (k+2)/2020 + 2020/2020) = ( (k+3)/2019 + 2019/2019) + ( (k+4)/2018 + 2018/2018)
    -> (k+1+2021)/2021 + (k+2+2020)/2020 = (k+3+2019)/2019 + (k+4+2018)/2018
    -> (k+2022)/2021 + (k+2022)/2020 = (k+2022)/2019 + (k+2022)/2018
    -> (k+2022)/2021 + (k+2022)/2020 – (k+2022)/2019 – (k+2022)/2018 =0
    -> (k+2022) (1/2021 + 1/2020 – 1/2019 – 1/2018)=0
    -> k+2022=0 (Do 1/2021 + 1/2020 – 1/2019 – 1/2018 \ne 0)
    ->k=0-2022
    -> k=-2022
    Vậy k=-2022
     

  2. Giải đáp:
     k=-2022
    Lời giải và giải thích chi tiết:
    e)(k+1)/2021+(k+2)/2020=(k+3)/2019+(k+4)/2018
    =>(k+1)/2021+1+(k+2)/2020+1=(k+3)/2019+1+(k+4)/2018+1
    =>(k+2022)/2021+(k+2022)/2020=(k+2022)/2019+(k+2022)/2018
    =>(k+2022)(1/2021+1/2020-1/2019-1/2018)=0
    Vì 1/2021<1/2019
    \qquad 1/2020<1/2018
    =>1/2021+1/2020-1/2019-1/2018<0
    =>k+2022=0
    =>k=-2022
    Vậy với  k=-2022 thì (k+1)/2021+(k+2)/2020=(k+3)/2019+(k+4)/2018.

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