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    Work: Find the solution of equation (1-x)/1.746 = 0.13053*0.7177*x/(1+0.7177*x) .
    Question type: Equation
    Solution:Original question:

(

1

−

x

)

÷

873 500

=

13053 100000

×

7177 10000

x

÷

(

1

+

7177 10000

x

)

Multiply both sides of the equation by:

(

1

+

7177 10000

x

)

(

1

−

x

)

÷

873 500

×

(

1

+

7177 10000

x

)

=

13053 100000

×

7177 10000

x

    Remove a bracket on the left of the equation:：

1

÷

873 500

×

(

1

+

7177 10000

x

)

−

x

÷

873 500

×

(

1

+

7177 10000

x

)

=

13053 100000

×

7177 10000

x

    The equation is reduced to :

500 873

(

1

+

7177 10000

x

)

−

x

×

500 873

(

1

+

7177 10000

x

)

=

93681381 1000000000

x

    Remove a bracket on the left of the equation:

500 873

×

1

+

500 873

×

7177 10000

x

−

x

×

500 873

(

1

+

7177 10000

x

)

=

93681381 1000000000

x

    The equation is reduced to :

500 873

+

7177 17460

x

−

x

×

500 873

(

1

+

7177 10000

x

)

=

93681381 1000000000

x

    Remove a bracket on the left of the equation:

500 873

+

7177 17460

x

−

x

×

500 873

×

1

−

x

×

500 873

×

7177 10000

x

=

93681381 1000000000

x

    The equation is reduced to :

500 873

+

7177 17460

x

−

x

×

500 873

−

x

×

7177 17460

x

=

93681381 1000000000

x

    The equation is reduced to :

500 873

−

941 5820

x

−

x

×

7177 17460

x

=

93681381 1000000000

x

    The solution of the equation:
        x₁≈-1.531207 , keep 6 decimal places
        x₂≈-1.393340 , keep 6 decimal places
        x₃≈0.909962 , keep 6 decimal places    
    There are 3 solution(s).

解程的详细方法请参阅：《方程的解法》

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