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x ∈ ( - ∞, -2) v (4, +∞)
f (x) < 0
x ∈ (-2, 4)
f (x)≥ 0
x ∈ (-∞, -2> v < 4, +∞)
f (x) ≤ 0
x ∈ <-2, 4>
b) f (x) > 0
x ∈ (-3, 2)
f (x) < 0
x ∈ (-∞, -3) v(2 , ∞ )
f (x)≥ 0
x∈ <-3, 2>
f (x) ≤ 0
x∈ (-∞, -3> v <2, ∞)
c) f (x) > 0
x ∈ R \ {3}
f (x) < 0
x ∈ Ф(zbiór pusty)
f (x)≥ 0
x ∈ R
f (x) ≤ 0
x = {3}
d) f (x) > 0
x ∈ Ф
f (x) < 0
x ∈ R \ {-4}
f (x)≥ 0
x = {-4}
f (x) ≤ 0
x ∈ R
e) f (x) > 0
x ∈ R
f (x) < 0
x ∈ Ф
f (x)≥ 0
x ∈ R
f (x) ≤ 0
x ∈ Ф
f) f (x) > 0
x ∈ Ф
f (x) < 0
x ∈ R
f (x)≥ 0
x ∈ Ф
f (x) ≤ 0
x ∈ R