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so we are going to be using PEMDAS for this. We are solving for x

556-3654/46=3/5422225554+756764665/76-54x

Division/Simplify: 556-79.4347826087=5.5327835e-10+(9957429.80263)-54x

Simplify: 476.565217391=9957429.80263-54x

Subtract: -9956953.23741=-54x

Divide: 184388.022915=x

Now, we have our answer. If you have any other questions, feel free to ask!

Answer: 184388.022915=x

2018jecr46871
If you are trying to simplify this
1. You have to 556-3654 to -3098

2. Factor out the common term 2

3. Move the negative sign to the left

4. Simplify 3098/46 to 1549/23

5. Subtract 3/54522225554 from both sides

6. Simplify -1549/23 - 3/54522225554 to -84454927383215/ 1254011187742

7. Multiply both sides by 2(38- 27x)

8. Move the negative sign to the left

9. Multiply both sides by 1254011187742

10. Simplify -84454927383215\times 2(38-27x)−84454927383215×2(38−27x) to -168909854766430(38-27x)−168909854766430(38−27x)

11. Simplify 756764665\times 1254011187742756764665×1254011187742 to 9.489914\times {10}^{20}

12. Divide both sides by -168909854766430−168909854766430

13. Subtract 3838 from both sides

14. Divide both sides by - 27

The answer is

x= 9.489914 × {10}^{20} / 4560566078693610. + 38/27

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