Określ dziedzinę wyrażenia wymiernego a)x/2x+4 b)x-1/x^2+x c)x/(3x-2)(5x+1) Narysuj wykres funkcji: f(x)=-3/x+1-2
a)x/2x+4
2x+4≠0
2x≠-4
x≠-2
Df:x∈R\{-2}
b)x-1/x^2+x
x²+x≠0
x(x+1)≠0
x≠0 i x≠-1
Df:x∈R\{-1,0}
c)x/(3x-2)(5x+1)
3x-2≠0 i 5x+1≠0
3x≠2 i 5x≠-1
x≠2/3 i x≠-1/5
Df:x∈R\{-1/5;2/3}
zad2
f(x)=-3/(x+1)-2
zal: x≠-1
f(1)=-3/2-2=-3/2-4/2=-7/2=-3,5
f(0)=-3-2=-5
f(2)=-3/3-2=-1-2=-3
f(3)=-3/4-2=-3/4-8/4=-11/4=-2,75
f(4)=-3/5-2=-3/5-10/5=-13/5=-2,6
rys w zalaczniku
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a)x/2x+4
2x+4≠0
2x≠-4
x≠-2
Df:x∈R\{-2}
b)x-1/x^2+x
x²+x≠0
x(x+1)≠0
x≠0 i x≠-1
Df:x∈R\{-1,0}
c)x/(3x-2)(5x+1)
3x-2≠0 i 5x+1≠0
3x≠2 i 5x≠-1
x≠2/3 i x≠-1/5
Df:x∈R\{-1/5;2/3}
zad2
f(x)=-3/(x+1)-2
zal: x≠-1
f(x)=-3/(x+1)-2
f(1)=-3/2-2=-3/2-4/2=-7/2=-3,5
f(0)=-3-2=-5
f(2)=-3/3-2=-1-2=-3
f(3)=-3/4-2=-3/4-8/4=-11/4=-2,75
f(4)=-3/5-2=-3/5-10/5=-13/5=-2,6
rys w zalaczniku