Zbadaj monotoniczność ciągu (an )A) an = -2n+20 B) an = 1+(-1)n C) an = n/(n+1)
a]an=-2n+20,an+1=-2[n+1]+20=-2n-2+20=-2n+18,an+1-an=-2n+18-[-2n+20]=18-20=-2
ciag malejacy
b]an=1+[-1]n
an+1=-1[n+1]+1=-n-1+1=-n+0
an+1-an=[-n+0]-[-n+1]=-1
c]
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a]an=-2n+20,an+1=-2[n+1]+20=-2n-2+20=-2n+18,an+1-an=-2n+18-[-2n+20]=18-20=-2
ciag malejacy
b]an=1+[-1]n
an+1=-1[n+1]+1=-n-1+1=-n+0
ciag malejacy
an+1-an=[-n+0]-[-n+1]=-1
c]