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On line Solution of Monovariate Equation:
    Input any unary equation directly, and then click the "Next" button to obtain the solution of the equation.
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    Current location:Equations > Monovariate Equation > The history of univariate equation calculation > Answer
    Overview: 1 questions will be solved this time.Among them
           ☆1 equations

[ 1/1 Equation]
    Work: Find the solution of equation (8-5)*(70-m)+(3-2)*【30-(50-m)】+(8*0.8-5)m+(3*0.8-2)*(50-m) = 180 .
    Question type: Equation
    Solution:Original question:
     (85)(70 m ) + (32)(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m ) = 180
    Remove the bracket on the left of the equation:
     Left side of the equation = 8(70 m )5(70 m ) + (32)(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 8 × 708 m 5(70 m ) + (32)(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 5608 m 5(70 m ) + (32)(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 5608 m 5 × 70 + 5 m + (32)(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)
                                             = 5608 m 350 + 5 m + (32)(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 2103 m + (32)(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 2103 m + 3(30(50 m ))2(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 2103 m + 3 × 303(50 m )2(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)
                                             = 2103 m + 903(50 m )2(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 3003 m 3(50 m )2(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 3003 m 3 × 50 + 3 m 2(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)
                                             = 3003 m 150 + 3 m 2(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 1500 m 2(30(50 m )) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 1500 m 2 × 30 + 2(50 m ) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 1500 m 60 + 2(50 m ) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 900 m + 2(50 m ) + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 900 m + 2 × 502 m + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 900 m + 1002 m + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 1902 m + (8 ×
4
5
5) m + (3 ×
4
5
2)(50 m )
                                             = 1902 m + 8 ×
4
5
m 5 m + (3 ×
4
5
2)(50 m )
                                             = 1902 m +
32
5
m 5 m + (3 ×
4
5
2)(50 m )
                                             = 190
3
5
m + (3 ×
4
5
2)(50 m )
                                             = 190
3
5
m + 3 ×
4
5
(50 m )2(50 m )
                                             = 190
3
5
m +
12
5
(50 m )2(50 m )
                                             = 190
3
5
m +
12
5
× 50
12
5
m 2(50 m )

    
        m=30
    
    There are 1 solution(s).


解一元一次方程的详细方法请参阅:《一元一次方程的解法》



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