0.3=(2x)/(0.00412-x)

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Solution for 0.3=(2x)/(0.00412-x) equation: 


D( x )

0.00412-x = 0

0.00412-x = 0

0.00412-x = 0

0.00412-x = 0 // - 0.00412

-x = -0.00412 // * -1

x = 0.00412

x in (-oo:0.00412) U (0.00412:+oo)

0.3 = (2*x)/(0.00412-x) // - (2*x)/(0.00412-x)

0.3-((2*x)/(0.00412-x)) = 0

0.3-2*x*(0.00412-x)^-1 = 0

(-2*x)/(0.00412-x)+0.3 = 0

(-2*x)/(0.00412-x)+(0.3*(0.00412-x))/(0.00412-x) = 0

0.3*(0.00412-x)-2*x = 0

0.001236-2.3*x = 0

(0.001236-2.3*x)/(0.00412-x) = 0

(0.001236-2.3*x)/(0.00412-x) = 0 // * 0.00412-x

0.001236-2.3*x = 0

0.001236-2.3*x = 0 // - 0.001236

-2.3*x = -0.001236 // : -2.3

x = -0.001236/(-2.3)

x = 0.00053739

x = 0.00053739

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