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wany
@wany
March 2022
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3(x-2) - 7x-1/2 < 2x-4/3.?
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JairJVT
3(x-2) - 7x-1/2 < 2x-4/3
3x - 6 -7x - 2x < -4/3 + 1/2
3x - 9x < 6 -4/3 + 1/2
- 6x < (36 -8 +3)/6
-6x < 31/6 .(-1) -----> Inverter a desigualdade
x > (-31/6)/6
x > (-31/6) . (1/6)
x > -31/36
S= { x e R | X > -31/36}
ou S= (-31/36, + infinito)
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3x - 6 -7x - 2x < -4/3 + 1/2
3x - 9x < 6 -4/3 + 1/2
- 6x < (36 -8 +3)/6
-6x < 31/6 .(-1) -----> Inverter a desigualdade
x > (-31/6)/6
x > (-31/6) . (1/6)
x > -31/36
S= { x e R | X > -31/36} ou S= (-31/36, + infinito)