Zbadaj monotoniczność ciągu (an) określonego wzorem:
a) an=2-5n
b) an=n2 + n
c) an=n2 + 3n + 1
d) an= n-1 : n+1
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a) a1 = 2-5*1 = -3 '
a2= 2-5*2 = -8
a3 = 2-5*3= - 13
monotonicznosci = - 5
b) a1 =1*2 +1 = 3
a2 = 2*2 + 1= 5
a3 = 3*2 +1 = 7
monotonicznosc = 2
c) a1 = 1*2+ 3*1 +1 = 6
a2= 2*2 +3*2 + 1 = 11
a3 = 3*2 + 3*3 + 1 = 16
monotonicznosc = 5
d) a1 = 1-1: 1+1 = 0
a2= 2 - 1: 2+1 = 1/3
a3 = 3-1 : 3+1 = 2/4
a4= 4-1 :4+1 = 3/5