(x/2)=(x/5)+3

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Solution for (x/2)=(x/5)+3 equation: 



(x/2)=(x/5)+3

We move all terms to the left:

(x/2)-((x/5)+3)=0

We add all the numbers together, and all the variables

(+x/2)-((+x/5)+3)=0

We get rid of parentheses

x/2-((+x/5)+3)=0

We calculate fractions


5x^2/()+(-((+x*2)/()=0



We calculate terms in parentheses: +(-((+x*2)/(), so:

-((+x*2)/(

We multiply all the terms by the denominator


-((+x*2)



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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2





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(+x*2



Back to the equation:

+(-((+x*2))



We multiply all the terms by the denominator


5x^2+((-((+x*2)))*()=0



We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





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(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





We calculate terms in parentheses: +((-((+x*2)))*(), so:

(-((+x*2)))*(





							

									
									
									
									
									
									

														
			

			
				

						
				
				
					
			
						
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