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

Toán Lớp 8: Bài 3: Tìm x biết: a) 3(2x – 1) – 5(x – 3) + 6(3x – 4) = 24 b) 2x(5 – 3x) + 3x( 2x – 5) – 3(x – 7) = 3 c) 3x( x + 1) – 2x( x + 2) = 1

Toán Lớp 8: Bài 3: Tìm x biết:
a) 3(2x – 1) – 5(x – 3) + 6(3x – 4) = 24
b) 2x(5 – 3x) + 3x( 2x – 5) – 3(x – 7) = 3
c) 3x( x + 1) – 2x( x + 2) = 1 – x
d) 2×2 + 3(x2 – 1) = 5x(x +1)
e) ( 3x – 1)(2x + 7) – ( x + 1)(6x – 5) = 16
f) (10x + 9)x – (5x + 2)(2x + 3) – 8 = 0
g) ( 3x – 5)(7 – 5x) + ( 5x + 2)(3x – 2) = 2
h) (x – 3)(x +7) – (x + 5)(x – 1) = 0

Comments ( 1 )

  1. a)3(2x-1)-5(x-3)+6(3x-4)=24
    ⇔6x-3-5x+15+18x-24=24
    ⇔(6x-5x+18x)+(-3+15-24)=24
    ⇔19x-12=24
    ⇔19x=24+12
    ⇔19x=36
    ⇔x=36/19
    Vậy x=36/19
    b)2x(5-3x)+3x(2x-5)-3(x-7)=3
    ⇔10x-6x²+6x²-15x-3x+21=3
    ⇔(10x-15x-3x)+(-6x²+6x²)+21=3
    ⇔-8x+21=3
    ⇔-8x=3-21
    ⇔-8x=-18
    ⇔x=18/8
    ⇔x=9/4
    Vậy x=9/4
    c)3x(x+1)-2x(x+2)=1-x
    ⇔3x²+3x-2x²-4x=1-x
    ⇔(3x²-2x²)+(3x-4x)=1-x
    ⇔x²-x=1-x
    ⇔x²-x+x=1
    ⇔x²=1
    ⇔x=±1
    Vậy x=1 hoặc x=-1
    d)2x²+3(x²-1)=5x(x+1)
    ⇔2x²+3x²-3=5x²+5x
    ⇔5x²-3=5x²+5x
    ⇔5x²-5x²-5x=3
    ⇔-5x=3
    ⇔x=-3/5
    Vậy x=-3/5
    e)(3x-1)(2x+7)-(x+1)(6x-5)=16
    ⇔6x²+21x-2x-7-(6x²-5x+6x-5)=16
    ⇔6x²+21x-2x-7-6x²+5x-6x+5=16
    ⇔(6x²-6x²)+(21x-2x+5x-6x)+(-7+5)=16
    ⇔18x-2=16
    ⇔18x=16+2
    ⇔18x=18
    ⇔x=18:18
    ⇔x=1
    Vậy x=1
    f)(10x+9)x-(5x+2)(2x+3)-8=0
    ⇔10x²+9x-(10x²+15x+4x+6)-8=0
    ⇔10x²+9x-10x²-15x-4x-6-8=0
    ⇔(10x²-10x²)+(9x-15x-4x)-(6+8)=0
    ⇔-10x-14=0
    ⇔-10x=14
    ⇔x=-14/10
    ⇔x=-7/5
    Vậy x=-7/5
    g)(3x-5)(7-5x)+(5x+2)(3x-2)=2
    ⇔21x-15x²-35+25x+15x²-10x+6x-4=2
    ⇔(21x+25x-10x+6x)+(-15x²+15x²)-(35+4)=2
    ⇔42x-39=2
    ⇔42x=2+39
    ⇔42x=41
    ⇔x=41/42
    Vậy x=41/42
    h)(x-3)(x+7)-(x+5)(x-1)=0
    ⇔x²+7x-3x-21-(x²-x+5x-5)=0
    ⇔x²+7x-3x-21-x²+x-5x+5=0
    ⇔(x²-x²)+(7x-3x+x-5x)+(-21+5)=0
    ⇔0x-16=0
    ⇔0x=16(vô lí)
    Vậy phương trình vô nghiệm

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