Re: [中學代數一題.....

看板Math作者 (mmmm)時間13年前 (2011/05/17 10:51), 編輯推噓4(401)
留言5則, 4人參與, 最新討論串2/2 (看更多)
※ 引述《adamchi (adamchi)》之銘言: : 設n為正整數,且滿足 25n^2+24n+34 等於相鄰兩個正整數的乘積 : 則n=_____ : 麻煩大家~~ (5n+3)^2 = 25n^2 +30n+ 9 (5n+2)^2 = 25n^2 +20n+ 4 => 25n^2 + 24n +34 = (5n+2)(5n+3) = 25n^2 +25n +6 => n= 28 -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 61.227.193.132

05/17 11:39, , 1F
2也可以
05/17 11:39, 1F

05/17 12:11, , 2F
(5n+m)(5n+m+1) , m=0.1.2.3.4
05/17 12:11, 2F

05/17 12:48, , 3F
應該只要看2.3.4就可以了
05/17 12:48, 3F

05/17 14:53, , 4F
17898
05/17 14:53, 4F

05/17 17:18, , 5F
拍謝~欠考慮...XD
05/17 17:18, 5F
文章代碼(AID): #1DqUAqGd (Math)
文章代碼(AID): #1DqUAqGd (Math)