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           ☆1 equations

[ 1/1 Equation]
    Work: Find the solution of equation (X/24)x1.2x（24x4）+(X/24)x(1.5X6x10)+X = 8000 .
    Question type: Equation
    Solution:Original question:

(

X

÷

24

)

X

×

6 5

X

(

24

X

×

4

)

+

(

X

÷

24

)

X

(

3 2

X

×

6

X

×

10

)

+

X

=

8000

    Remove the bracket on the left of the equation:

Left side of the equation =

X

÷

24

×

X

×

6 5

X

(

24

X

×

4

)

+

(

X

÷

24

)

X

(

3 2

X

×

6

X

×

10

)

+

X

=

X

×

1 20

X

X

(

24

X

×

4

)

+

(

X

÷

24

)

X

(

3 2

X

×

6

X

×

10

)

+

X

=

X

×

1 20

X

X

×

24

X

×

4

+

(

X

÷

24

)

X

(

3 2

X

×

6

X

×

10

)

+

X

=

X

×

24 5

X

X

X

+

(

X

÷

24

)

X

(

3 2

X

×

6

X

×

10

)

+

X

=

X

×

24 5

X

X

X

+

X

÷

24

×

X

(

3 2

X

×

6

X

×

10

)

+

X

=

X

×

24 5

X

X

X

+

X

×

1 24

X

×

3 2

X

×

6

X

=

X

×

24 5

X

X

X

+

X

×

15 4

X

X

X

+

X

    The equation is transformed into :

X

×

24 5

X

X

X

+

X

×

15 4

X

X

X

+

X

=

8000

    The solution of the equation:
        X₁≈-5.531667 , keep 6 decimal places
        X₂≈5.529755 , keep 6 decimal places    
    There are 2 solution(s).

解程的详细方法请参阅：《方程的解法》

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