close
標題:
F5 Maths
發問:
最佳解答:
Given a=5, a+ar+ar^2=31/5 a(1+r+r^2)=31/5 5(1+r+r^2)=31/5 1+r+r^2=31/25 25r^2+25r+25=31 25r^2+25r-6=0 (5r-1)(5r+6)=0 r=1/5 or -6/5 The common ratios are1/5 or -6/5.
其他解答:
F5 Maths
發問:
此文章來自奇摩知識+如有不便請留言告知
If the first term of a geometric sequence is 5 and the sum of the first three terms is 31/5, find the common ratio(s).最佳解答:
Given a=5, a+ar+ar^2=31/5 a(1+r+r^2)=31/5 5(1+r+r^2)=31/5 1+r+r^2=31/25 25r^2+25r+25=31 25r^2+25r-6=0 (5r-1)(5r+6)=0 r=1/5 or -6/5 The common ratios are1/5 or -6/5.
其他解答:
文章標籤
全站熱搜
留言列表