12-(.5/h)=18-(1/h)

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Solution for 12-(.5/h)=18-(1/h) equation:



12-(.5/h)=18-(1/h)
We move all terms to the left:
12-(.5/h)-(18-(1/h))=0
Domain of the equation: h)!=0
h!=0/1
h!=0
h∈R
Domain of the equation: h))!=0
h!=0/1
h!=0
h∈R
We add all the numbers together, and all the variables
-(+.5/h)-(18-(+1/h))+12=0
We get rid of parentheses
-.5/h-(18-(+1/h))+12=0
We calculate fractions
(-.5*h)))/h^2+(-(18-(+1*h)/h^2+12=0
We add all the numbers together, and all the variables
(-0.5h)))/h^2+(-(18-(+h)/h^2+12=0
We calculate fractions
((-0.5h)))*h^2)/(h^2+(-(18*h^2)+(-(+h)*h^2)/(h^2+(-(18*h^2)+12=0
We get rid of parentheses
((-0.5h)))*h^2)/(h^2+(-18*h^2+(-(+h)*h^2)/(h^2+(-(18*h^2)+12=0
We calculate fractions
(-18h^2+((-0.5h)))*h^2)*(h^2-18*h^2+(+12)/((h^2+(*(h^2+(-(18*h^2)+12)+((-(+h)*h^2)*(h^2+()/((h^2+(*(h^2+(-(18*h^2)+12)=0
We calculate terms in parentheses: +(+12)/((h^2+(*(h^2+(-(18*h^2)+12)+((-(+h)*h^2)*(h^2+()/((h^2+(*(h^2+(-(18*h^2)+12), so:
+12)/((h^2+(*(h^2+(-(18*h^2)+12)+((-(+h)*h^2)*(h^2+()/((h^2+(*(h^2+(-(18*h^2)+12
We can not solve this equation

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