-3/10(1/6x-5)61/40

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Solution for -3/10(1/6x-5)61/40 equation: 


x in (-oo:+oo)

(-3/10)*((1/6)*x-5) > 61/40 // - 61/40

(-3/10)*((1/6)*x-5)-(61/40) > 0

(-3/10)*((1/6)*x-5)-61/40 > 0

-3/10*(1/6*x-5)-61/40 > 0

(-3/10*40*(1/6*x-5))/40-61/40 > 0

-3/10*40*(1/6*x-5)-61 > 0

-2*x-1 > 0

(-2*x-1)/40 > 0

(-2*x-1)/40 > 0 // * 40^2

40*(-2*x-1) > 0

( -2*x-1 )

-2*x-1 > 0 // + 1

-2*x > 1 // : -2

x < 1/(-2)

x < -1/2

( 40 )

40 > 0

x należy do R

	(-oo:-1/2)	(-1/2:+oo)
-2*x-1	+	-
40	+	+


x in (-oo:-1/2)

(-oo:-1/2)

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