0.5333=(149.352-39.2x)/(149.352-3.81x)

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Solution for 0.5333=(149.352-39.2x)/(149.352-3.81x) equation: 


D( x )

149.352-(3.81*x) = 0

149.352-(3.81*x) = 0

149.352-(3.81*x) = 0

149.352-3.81*x = 0

149.352-3.81*x = 0 // - 149.352

-3.81*x = -149.352 // : -3.81

x = -149.352/(-3.81)

x = 39.2

x in (-oo:39.2) U (39.2:+oo)

0.5333 = (149.352-(39.2*x))/(149.352-(3.81*x)) // - (149.352-(39.2*x))/(149.352-(3.81*x))

0.5333-((149.352-(39.2*x))/(149.352-(3.81*x))) = 0

0.5333-((149.352-39.2*x)/(149.352-3.81*x)) = 0

(-1*(149.352-39.2*x))/(149.352-3.81*x)+0.5333 = 0

(-1*(149.352-39.2*x))/(149.352-3.81*x)+(0.5333*(149.352-3.81*x))/(149.352-3.81*x) = 0

0.5333*(149.352-3.81*x)-1*(149.352-39.2*x) = 0

37.168127*x-69.7025784 = 0

(37.168127*x-69.7025784)/(149.352-3.81*x) = 0

(37.168127*x-69.7025784)/(149.352-3.81*x) = 0 // * 149.352-3.81*x

37.168127*x-69.7025784 = 0

37.168127*x-69.7025784 = 0 // + 69.7025784

37.168127*x = 69.7025784 // : 37.168127

x = 69.7025784/37.168127

x = 1.87533201

x = 1.87533201

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