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

Toán Lớp 6: p= 7 – 7 mũ 3 + 7 mũ 5 – 7 mũ 7 +… -7 mũ 101

Toán Lớp 6: p= 7 – 7 mũ 3 + 7 mũ 5 – 7 mũ 7 +… -7 mũ 101

Comments ( 2 )

  1. P = 7 – 7^3 + 7^5 – 7^7 + …. – 7^101

    7^2 . P = 7^2 . ( 7 – 7^3 + 7^5 – 7^7 + …. – 7^101 )

    49 . P = 7^3 – 7^5 + 7^7 – 7^9 + …. – 7^103

    P + 49 . P = ( 7 – 7^3 + 7^5 – 7^7 + …. – 7^101 ) + ( 7^3 – 7^5 + 7^7 – 7^9 + …. – 7^103 )

    50 . P = 7 – 7^103

    P = ( 7 – 7^103 )/50

    Vậy , P = ( 7 – 7^103 )/50

  2. P = 7 – 7^3 + 7^5 – 7^7 + … – 7^101

    => 7^2P = 7^3 – 7^5 + 7^7 – 7^9 + … – 7^103

    => P + 49P = ( 7 – 7^3 + 7^5 – 7^7 + … – 7^101 ) + ( 7^3 – 7^5 + 7^7 – 7^9 + … – 7^103 )

    => 50P =7 – 7^103

    => P = {7 – 7^103}/50

    Vậy P = {7 – 7^103}/50

    #dtkc

     

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