Mathematics
         
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Fractions calculation:
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    Current location:Mathematical operation > History of fraction calculation > Answer

    Overview: 1 questions will be solved this time.Among them
           ☆1 equations

[ 1/1 Equation]
    Work: Find the solution of equation 2.2099/(5.9375-2.0807)+0.7304/(3.1042-2.0807)+0.4789/(1.2292-2.0807)+0.0029/(1-2.0807) = x+1 .
    Question type: Equation
    Solution:Original question:
     
22099
10000
÷ (
95
16
20807
10000
) +
913
1250
÷ (
15521
5000
20807
10000
) +
4789
10000
÷ (
3073
2500
20807
10000
) +
29
10000
÷ (1
20807
10000
) = x + 1
     Multiply both sides of the equation by:(
95
16
20807
10000
)
     
22099
10000
+
913
1250
÷ (
15521
5000
20807
10000
) × (
95
16
20807
10000
) +
4789
10000
÷ (
3073
2500
20807
10000
) × (
95
16
20807
10000
) +
29
10000
÷ (1
20807
10000
) × (
95
16
20807
10000
) = x (
95
16
20807
10000
) + 1(
95
16
20807
10000
)
    Remove a bracket on the left of the equation::
     
22099
10000
+
913
1250
÷ (
15521
5000
20807
10000
) ×
95
16
913
1250
÷ (
15521
5000
20807
10000
) ×
20807
10000
+
4789
10000
÷ (
3073
2500
20807
10000
) × (
95
16
20807
10000
) +
29
10000
÷ (1
20807
10000
) = x (
95
16
20807
10000
) + 1(
95
16
20807
10000
)
    Remove a bracket on the right of the equation::
     
22099
10000
+
913
1250
÷ (
15521
5000
20807
10000
) ×
95
16
913
1250
÷ (
15521
5000
20807
10000
) ×
20807
10000
+
4789
10000
÷ (
3073
2500
20807
10000
) × (
95
16
20807
10000
) +
29
10000
÷ (1
20807
10000
) = x ×
95
16
x ×
20807
10000
+ 1(
95
16
20807
10000
)
    The equation is reduced to :
     
22099
10000
+
17347
4000
÷ (
15521
5000
20807
10000
)
18996791
12500000
÷ (
15521
5000
20807
10000
) +
4789
10000
÷ (
3073
2500
20807
10000
) × (
95
16
20807
10000
) +
29
10000
÷ (1
20807
10000
) × (
95
16
20807
10000
) = x ×
95
16
x ×
20807
10000
+ 1(
95
16
20807
10000
)
    The equation is reduced to :
     
22099
10000
+
17347
4000
÷ (
15521
5000
20807
10000
)
18996791
12500000
÷ (
15521
5000
20807
10000
) +
4789
10000
÷ (
3073
2500
20807
10000
) × (
95
16
20807
10000
) +
29
10000
÷ (1
20807
10000
) × (
95
16
20807
10000
) =
4821
1250
x + 1(
95
16
20807
10000
)
     Multiply both sides of the equation by:(
15521
5000
20807
10000
)
     
22099
10000
(
15521
5000
20807
10000
) +
17347
4000
18996791
12500000
÷ (
15521
5000
20807
10000
) × (
15521
5000
20807
10000
) +
4789
10000
÷ (
3073
2500
20807
10000
) × (
95
16
20807
10000
)(
15521
5000
20807
10000
) +
29
10000
÷ (1
20807
10000
) =
4821
1250
x (
15521
5000
20807
10000
) + 1(
95
16
20807
10000
)(
15521
5000
20807
10000
)
    Remove a bracket on the left of the equation:
     
22099
10000
×
15521
5000
22099
10000
×
20807
10000
+
17347
4000
18996791
12500000
÷ (
15521
5000
20807
10000
) × (
15521
5000
20807
10000
) +
4789
10000
÷ (
3073
2500
20807
10000
) × (
95
16
20807
10000
)(
15521
5000
20807
10000
) =
4821
1250
x (
15521
5000
20807
10000
) + 1(
95
16
20807
10000
)(
15521
5000
20807
10000
)
    Remove a bracket on the right of the equation::
     
22099
10000
×
15521
5000
22099
10000
×
20807
10000
+
17347
4000
18996791
12500000
÷ (
15521
5000
20807
10000
) × (
15521
5000
20807
10000
) +
4789
10000
÷ (
3073
2500
20807
10000
) × (
95
16
20807
10000
)(
15521
5000
20807
10000
) =
4821
1250
x ×
15521
5000
4821
1250
x ×
20807
10000
+ 1(
95
16
20807
10000
)(
15521
5000
20807
10000
)
    The equation is reduced to :
     
342998579
50000000
459813893
100000000
+
17347
4000
18996791
12500000
÷ (
15521
5000
20807
10000
) × (
15521
5000
20807
10000
) +
4789
10000
÷ (
3073
2500
20807
10000
) × (
95
16
20807
10000
)(
15521
5000
20807
10000
) +
29
10000
÷ (1
20807
10000
) =
74826741
6250000
x
100310547
12500000
x + 1(
95
16
20807
10000
)(
15521
5000
20807
10000
)

    
        x≈-0.278485 , keep 6 decimal places
    
    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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