Como resolver la siguiente inecuacion (x - 2) ^ 2>(x + 2)?
Como resolver la siguiente inecuacion (x - 2) ^ 2>(x + 2). (x - 2) + 8.
Como resolver la siguiente inecuacion (x - 2) ^ 2>(x + 2). (x - 2) + 8.
ax² + bx + c = 0
En resumen
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(x - 2)² - ((x + 2)(x - 2) + 8)>(x + 2)(x - 2) + 8 - ((x + 2)(x - 2) + 8)
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5x - 22 ≥2x + 1 5x - 2x ≥22 + 1 3x≥ 23 x≥ 23 / 3 CS = [ 23 / 3 , ∞ >.
Es igual a 2 mira 2× - 3× + 2 = a 2.
Y - 2x = 0⇨y = + 2x x + 2x - 5 = 0 ⇨3x = 5⇨ x = 3 / 5 y - 6 / 5 = 0 ⇨ y = 6 / 5 dos soluciones y = 6 / 5 y x = 3 / 5.
Practica todos los días.
18 \ \ x > 18 \ times 3 \ \ x > 54" alt = " \ frac{x}{3} > 18 \ \ x > 18 \ times 3 \ \ x > 54" align = "absmiddle" class = "latex - formula"> 18 \ \ x > \ frac{18}{2} \ \ x > 9" alt = "2x > 18 \ \ x > \ frac{18}{2} \ \…