Oblicz a1 i Q, a następnie sumę sześciu początkowych wyrazów ciągu geometrycznego, w którym a2=4 i a3=2
a2=a1q
a3=a1q²
a1q=4 to a1=4/q
a1q²=2
(4/q)*q²=2
4q=2
q=1/2
a1=4/1/2=8
Sn=a1(1-q^n)/1-q
S6=8*(1-1/2^6)/1-1/2
S6=8*(1-0,015625)/1/2=15,75
a3=a2*q
q=a3/a2=2/4=1/2
a2=a1*q
a1=a2/q=4:1/2=4*2=8
a1=8
S6=a1*(1-q^6)/(1-q)=8*(1-0,5^6)/(1-1/2)=8*(1-0,015625):1/2= 8*0,984375*2=15,75
S6=15,75
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a2=a1q
a3=a1q²
a1q=4 to a1=4/q
a1q²=2
(4/q)*q²=2
4q=2
q=1/2
a1=4/1/2=8
Sn=a1(1-q^n)/1-q
S6=8*(1-1/2^6)/1-1/2
S6=8*(1-0,015625)/1/2=15,75
a3=a2*q
q=a3/a2=2/4=1/2
q=1/2
a2=a1*q
a1=a2/q=4:1/2=4*2=8
a1=8
S6=a1*(1-q^6)/(1-q)=8*(1-0,5^6)/(1-1/2)=8*(1-0,015625):1/2= 8*0,984375*2=15,75
S6=15,75