讀緊香港一流商學院(恒生大學)你問我答

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5 Like 30 Dislike
2023-05-08 18:13:24
咁又太誇張了
但係你講嘅Post我地每年真係好多人入到
2023-05-19 15:47:37
the side of a square is 2 cm. Four triangles are cut from the corners of the square and a regular octagon is formed. find the length of each side of the octagon.
2023-05-19 20:46:03
唔係商科唔識答
2023-05-19 21:09:16
你班恆商仔好撚嘈,成日影響到附近居民
2023-05-20 03:04:52
請問國際上有幾多個機構有得認證大學商學院?恒大又攞到邊個機構嘅認證?
2023-05-20 03:07:43
When four triangles are cut from the corners of a square, the resulting shape is a regular octagon inscribed in a square, as shown below:

      _____
     /     \
    /       \
   /         \
  /           \
 |             |
 |             |
 |             |
  \           /
   \         /
    \       /
     \_____/


To find the length of each side of the octagon, we can use the fact that the octagon is inscribed in a square with side length 2 cm.

First, let's find the length of the diagonal of the square:

            /|
           / |
          /  |
         /   |
        /    |
       /     |
      /      |
     /_______|


Using the Pythagorean theorem, we have:

diagonal^2 = side^2 + side^2
           = 2^2 + 2^2
           = 8


Taking the square root of both sides, we get:

diagonal = sqrt(8) = 2sqrt(2)


Now, since the octagon is regular, each of its sides is equal in length. Let's call the length of each side of the octagon "x".

      _____
     /     \
    /   x   \
   /         \
  /           \
 |             |
 |     x       |
|             |
  \           /
   \         /
    \   x   /
     \_____/


The diagonals of the octagon are equal in length to the diagonal of the square, which we found to be 2sqrt(2) cm.

            /|
           / |
          /  |
         /   |
        /    |
       /     |
      /  x   |
     /_______|


Using the Pythagorean theorem on one of the triangles formed by the diagonal and two sides of the octagon, we have:

(x/2)^2 + (x/2)^2 = (2sqrt(2))^2
x^2/4 + x^2/4 = 8
x^2 = 32
x = sqrt(32) = 4sqrt(2)


Therefore, the length of each side of the octagon is 4sqrt(2) cm.
2023-05-22 20:01:01

2023-05-23 00:38:19
證明我地HSUHK有嘅係實力
2023-05-23 02:51:54
有冇人做到ibanker
2023-05-23 16:53:26
大把
2023-05-24 04:45:09
stupid ass
2/(1+2/root(2))
2023-05-24 13:09:29
dse predict 10分有無得入恆大,好想入ibank
2023-05-24 14:45:22
有無3322?
2023-05-24 15:29:48
2023-05-25 10:03:02
都入到的 不過學費會貴Double
2023-05-25 11:09:59
無錢點算,屋企低收入
2023-05-25 14:53:59
去當差賺筆錢先
2023-05-25 15:01:45
可以問政府借
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