(2)/(3)(3x-1)=(3)/(2)(2x-3)

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Solution for (2)/(3)(3x-1)=(3)/(2)(2x-3) equation: 


x in (-oo:+oo)

(2/3)*(3*x-1) >= (3/2)*(2*x-3) // - (3/2)*(2*x-3)

(2/3)*(3*x-1)-((3/2)*(2*x-3)) >= 0

(2/3)*(3*x-1)+(-3/2)*(2*x-3) >= 0

2/3*(3*x-1)-3/2*(2*x-3) >= 0

2/3*(3*x-1)-3/2*(2*x-3) >= 0

23/6-x >= 0

23/6-x >= 0

23/6-x >= 0

-x >= -23/6 // * -1

x <= 23/6

	(-oo:23/6)	(23/6:+oo)
23/6-x	+	-


x in (-oo:23/6>

(-oo:23/6>

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