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F.2 MATHS

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依條數我計左架喇不過個ans好似怪怪地所以向各位請教請看看以下圖形(連結以下網址)http://i191.photobucket.com/albums/z32/leeoy025/ug0b655b.gifin the figure,ABCD is a rectangle with dimensions 5X8,HBJI and EFGD are two equal squares.Let AH=4x.a)Express the side of the square EFGD in the terms of x,hence write down the length of AE in the... 顯示更多 依條數我計左架喇 不過個ans好似怪怪地 所以向各位請教 請看看以下圖形(連結以下網址) http://i191.photobucket.com/albums/z32/leeoy025/ug0b655b.gif in the figure,ABCD is a rectangle with dimensions 5X8,HBJI and EFGD are two equal squares.Let AH=4x. a)Express the side of the square EFGD in the terms of x,hence write down the length of AE in the terms of x. b)Find, in terms of x, the area of the polygon AHIJCGFE. 我想問a)個ans系咪8-4x? 唔該幫我解答哂a)同b),,,thz 更新: 幫下手

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最佳解答:

a) Since Square EFGD = Square HBJI Therefore, any side of Square = any side of Square HBJI ED = HB = 8 - 4x Therefore the side of the square EFGD is 8 - 4x AE = AD - ED AE = 5 - (8 - 4x) AE = 4x - 3 b) Area of Rectangle ABCD = 5 x 8 = 40 Area of Square EFGD = Area of Square HBJI = (8 - 4x)(8 - 4x) = 64 - 64x + 16x^2 Therefore the area of the polygon AHIJCGFE = Rectangle ABCD - EFGD - HBJI = Rectangle ABCD - 2 x (EFGD) = 40 - 2(64 - 64x + 16x^2) = 40 - 128 + 128x - 32x^2 = -32x^2 + 128x -88

其他解答:

A) the side of the square EFGD : 8 - 4x AE : 5 - ( 8 - 4x ) B) (5x8)-{(8 - 4x)(8 - 4x) x2 }= 32x (2次方) - 128x + 88

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