Dany jest ciąg arytmetyczny w którym a1 + a4 =1 i a3 + a5 = -8. Oblicz S15.
a3=a1+2r
a4=a1+3r
a5=a1+4r
a+a+3r=1
a+2r+a+4r=-8
2a+3r=1
2a+6r= -8
_________ -
-3r=9/:(-3)
r=-3
2a1-9=1
a1=10/2=5
a15=5-3*14= -37
S15=(5-37)*15/2= -240
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a3=a1+2r
a4=a1+3r
a5=a1+4r
a+a+3r=1
a+2r+a+4r=-8
2a+3r=1
2a+6r= -8
_________ -
-3r=9/:(-3)
r=-3
2a1-9=1
a1=10/2=5
a15=5-3*14= -37
S15=(5-37)*15/2= -240