1 wyznacz ciąg arytmetyczny (an)
a4=2 , a10= -10
2
oblicz a5 i a8 ciagu geometrycznego
a1=2 q =1
a1=3 q=2
a1=-2 q=-1
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a4=2 a10=-10
a1+(4-1)r
a1+(10-1)r=
a1+3r=2\*(-1)
a1+9r=-10
-a1-3r=-2
a1+9r=-10
6r=-12\6
r=-2
a1+9*(-2)=-10
a1-18=-10
a1=-10+18
a1=8 a6=-2
a1=8 a7=-4
a2=6 a8=-6
a3=2 a9=-8
a4=2 a10=-10
a5=0
2)
a1=2 g=1
an=a1*gn-¹
a5=2*1⁵⁻¹=2*1⁴=2
a8=2*1⁸⁻¹=2*1⁷=2
a1=3 g=2
a5=3*2⁵⁻¹=3*2⁴=3*16=48
a8=3*2⁸⁻¹=3*2⁷=3*128=384
a1=-2 g=-1
a5=(-2)*(-1)⁵⁻¹=(-2)*(-1)⁴=(-2)*1=-2
a8=(-2)*(-1)⁸⁻¹=(-2)*(-1)⁷=(-2)*(-1)=2