oblicz sume czterech poczatkowych wyrazow ciagu geometrycznego (an), w ktorym a1=1/3, a2=1.
a1=1/3 q=a2/a1 q=1:1/3=3
Sn=a1 *1-q^n /1-q
S4=1/3* 1-3^4 /1-3
S4=1/3*1-81/-2
S4=1/3* -80 /-2
S4=1/3*40
S4=40/3
S4= 13 1/3
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a1=1/3 q=a2/a1 q=1:1/3=3
Sn=a1 *1-q^n /1-q
S4=1/3* 1-3^4 /1-3
S4=1/3*1-81/-2
S4=1/3* -80 /-2
S4=1/3*40
S4=40/3
S4= 13 1/3