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Senior High
TVET CHNS,Eng,Maths
15題求詳解
TVET CHNS,Eng,Maths
Senior High
Resolved
almost 6 yearsago
沈貝竹
15題求詳解
回 合 “回 https://drive.google.com/file/d/1ldeJh/ 23 2y+5=0之距離為 (A)5 (By)l _(C02- (0DV5 1 5 設了(un +1,g(x)=-補+6x-2,則了(x)-2g(x)= (AA)畫二4一12x地5 (B)如+5x一12x+5 (C)+4一13x+5 (D)刀+5x-13x+6 ,設3 +2i2 一5x+7=g(x+2) +5(x+2)+c(x+2)+d,則g-2+c+可= (A)40(B)41 (C)42(D)43 若了(x)=刀+ox+訪+4,且了(x)除以y+1、x+2的餘式分別為06, 則數對(g,2)=(A)(5,8)(B)(6,9) (0(7,10)(D(8,11) 設一一笠. -4 2 C 全D(x~2) x+1 x+2 x-1 1 1 生 1 (3 (B)- (CO5 0 "則C= 化稚WV7-V2 = (A)Vi+V2 (B)vVi-V2 (ol-V8 (DVS-1 設方程式2x? -3x-4=0的兩根為z、2 ,則(w+/2)xo2= S 5 - 3 (O-2 0 (A)-3 (B)3 (Cy 3 (0D3 16o 3 lw 認 | =10 ,則 三 役 ) d (A)-120 (B)-60 (C)60 _(D)120 (A)37(B)61 (CO77(D$5 bao (6 (8)7 (0Os (09 (A)x>4或x<-1 (B)x>1或x (O-1<x<4 (D-4<x<1 不 24. 設Y、y均為正數 , 時朮 同 +只最小人為 (A)13(B)24(C)25(D36 25. 已知正數z、y滿足4x+y=6,則悶y的最大值為 (A)8 (B)6 (C4 (D2
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✨ Best Answer ✨
The 算
almost 6 yearsago
可以參考一下
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