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1.
a)
x ∈ R
f(-3) = -4(-3) - 7 = 12 - 7 = 5
f(1/5) = -4(1/5) - 7 = -6 1/5
b)
6x+4 ≥ 0
x ≥ -2/3
x ∈ [-2/3; ∞)
f(0) = √(6*0+4) = √4 = 2
f(0,25) = √(6*0,25+4) = √5,5
c)
x² - 81 ≠ 0
x² ≠ 81
x ≠ 9 oraz x ≠ -9
D = R \ {-9, 9}
f(-7) = (3+7) /(7²-81) = -10/32 = -5/16
f(11/4) = 0,25/(121/16 - 81) = -4/1175
2.
0 = -7x +5
x = 5/7
0 = 1/2 x - 8
x = 16
x = -9 lub x = 1,2 lub x = 156, bo dla tych wartości funkcja ma wartość 0.
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1.
a)
x ∈ R
f(-3) = -4(-3) - 7 = 12 - 7 = 5
f(1/5) = -4(1/5) - 7 = -6 1/5
b)
6x+4 ≥ 0
x ≥ -2/3
x ∈ [-2/3; ∞)
f(0) = √(6*0+4) = √4 = 2
f(0,25) = √(6*0,25+4) = √5,5
c)
x² - 81 ≠ 0
x² ≠ 81
x ≠ 9 oraz x ≠ -9
D = R \ {-9, 9}
f(-7) = (3+7) /(7²-81) = -10/32 = -5/16
f(11/4) = 0,25/(121/16 - 81) = -4/1175
2.
a)
0 = -7x +5
x = 5/7
b)
0 = 1/2 x - 8
x = 16
c)
x = -9 lub x = 1,2 lub x = 156, bo dla tych wartości funkcja ma wartość 0.