Tìm X biết K) 2 x + 1/2 = 0 L) 3,5 – 3 x = 6,5 M) 4 x – 2 = 1/2 N) 2,5 – 3x = -3,5 O) 2 x : 3/5 = 5/9 P) 4 : 2 x = 2 Q) ( x + 1 ) – 1/2 = 1/3 U) 4 – (

Tìm X biết
K) 2 x + 1/2 = 0
L) 3,5 – 3 x = 6,5
M) 4 x – 2 = 1/2
N) 2,5 – 3x = -3,5
O) 2 x : 3/5 = 5/9
P) 4 : 2 x = 2
Q) ( x + 1 ) – 1/2 = 1/3
U) 4 – (1/2 – x ) = 5
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0 bình luận về “Tìm X biết K) 2 x + 1/2 = 0 L) 3,5 – 3 x = 6,5 M) 4 x – 2 = 1/2 N) 2,5 – 3x = -3,5 O) 2 x : 3/5 = 5/9 P) 4 : 2 x = 2 Q) ( x + 1 ) – 1/2 = 1/3 U) 4 – (”

  1. K) 2 x + 1/2 = 0

        2x   = 0 – 1/2

        2x = -1/2

        x = -1/2 x 1/2

        x = -1/4

    L) 3,5 – 3 x = 6,5 

                 3x = 3,5 – 6,5

                 3x = -3

                 x = -3 / 3

                 x = -1

    M) 4 x – 2 = 1/2

          4x = 1/2 + 2

          4x = 1/2 + 4/2

          4x = 5/2

          x = 5/2 x 1/4

          x = 5/8

    N) 2,5 – 3x = -3,5

                 3x = 2,5 + 3,5

                 3x = 6

                 x = 6 / 3 = 2

    O) 2 x : 3/5 = 5/9

        2x = 5/9 x 3/5

        2x = 1/3

        x  = 1/3 x 1/2

        x = 1/6

    P) 4 : 2 x = 2

             2x = 4/2

             2x = 2

             x  = 1

    Q) ( x + 1 ) – 1/2 = 1/3

           x + 1 = 1/3 + 1/2

           x + 1 = 2/6 + 3/6

           x + 1 = 5/6

          x   = 5/6 – 6/6

          x = -1/6

    U) 4 – (1/2 – x ) = 5

         1/2 – x = 4 – 5

         1/2 – x = – 1

         x = 1/ 2 – 1

         x = 1/2 – 2/2

         x = -1/2

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  2. `k, 2x+1/2=0`

    `2x=0-1/2`

    `2x=-1/2`

    `x=-1/2:2`

    `x=-1/4`

    `l, 3,5-3x=6,5`

    `3x=3,5-6,5`

    `3x=-3`

    `x=-3:3`

    `x=-1`

    `m, 4x-2=1/2`

    `4x=1/2+2`

    `4x=5/2`

    `x=5/2:4`

    `x=5/8`

    `n, 2,5-3x=-3,5`

    `3x=2,5–3,5`

    `3x=6`

    `x=6:3`

    `x=2`

    `o, 2x:3/5=5/9`

    `2x=5/9. 3/5`

    `2x=1/3`

    `x=1/3:2`

    `x=1/6`

    `p, 4:2x=2`

    `2x=4:2`

    `2x=2`

    `x=2:2`

    `x=1`

    `q, (x+1)-1/2=1/3`

    `x+1=1/3+1/2`

    `x+1=5/6`

    `x=5/6-1`

    `x=-1/6`

    `u, 4-(1/2-x)=5`

    `1/2-x=4-5`

    `1/2-x=-1`

    `x=1/2–1`

    `x=3/2`

     

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