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x in (-oo:+oo)
(2/5)*(x-1) > x/2-5 // - x/2-5
(2/5)*(x-1)-(x/2)+5 > 0
2/5*(x-1)-x/2+5 > 0
(2/5*2*(x-1))/2-x/2+(2*5)/2 > 0
2/5*2*(x-1)-x+2*5 > 0
10-1/5*x-4/5 > 0
46/5-1/5*x > 0
(46/5-1/5*x)/2 > 0
(46/5-1/5*x)/2 > 0 // * 2^2
2*(46/5-1/5*x) > 0
( 2 )
2 > 0
x należy do R
( 46/5-1/5*x )
46/5-1/5*x > 0 // - 46/5
-1/5*x > -46/5 // : -1/5
x < -46/5/(-1/5)
x < 46
(-oo:46) (46:+oo) 2 + + 46/5-1/5*x + -
x in (-oo:46)
(-oo:46)
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