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2011-09-03 8:01 am
Two traingles are similar .the sides of one triangle are2,4 and 6and the perimeter of the second traingle is 60.How long are the sides of second traingle?(hint:let X be the shortest side)連step~15點~快!

回答 (2)

2011-09-03 10:01 am
✔ 最佳答案
Two traingles are similar. The sides of one triangleare 2, 4 and 6 and the perimeter of the second triangle is 60.How long are thesides of second triangle?(Hint: let x be the shortest side)


Let x, y and z be the sides of the second triangle,
where x < y < z.

The perimeter of the first triangle = 2 + 4 + 6 = 12
The perimeter of the second triangle = 60

Since the two triangles are similar, the corresponding lengths are inproportion.
x/2 = y/4 = z/6 = 60/12

x/2 = 60/12
x = 10

y/4 = 60/12
y = 20

z/6 = 60/12
z = 30

Hence, the sides of the second triangle is 10, 20 and30.
參考: 胡雪
2011-09-03 8:26 am
triangle 的話...
任意2條邊相加必定大於第3條邊
2+4=6

呢3條線不能成三角形

2011-09-03 00:27:02 補充:
Two traingles are similar .the sides of one triangle are2,4 and 6and the perimeter of the second traingle is 60.How long are the sides of second traingle?(hint:let X be the shortest side)連step~15點~快!


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