1/6(x-3)1/4(2x-1)

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Solution for 1/6(x-3)1/4(2x-1) equation: 


x in (-oo:+oo)

(1/6)*(x-3) > (1/4)*(2*x-1) // - (1/4)*(2*x-1)

(1/6)*(x-3)-((1/4)*(2*x-1)) > 0

(1/6)*(x-3)+(-1/4)*(2*x-1) > 0

1/6*(x-3)-1/4*(2*x-1) > 0

1/6*(x-3)-1/4*(2*x-1) > 0

-1/3*x-1/4 > 0

-1/3*x-1/4 > 0

-1/3*x-1/4 > 0 // + 1/4

-1/3*x > 1/4 // : -1/3

x < 1/4/(-1/3)

x < -3/4

	(-oo:-3/4)	(-3/4:+oo)
-1/3*x-1/4	+	-


x in (-oo:-3/4)

(-oo:-3/4)

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