截頭圓錐的意思、翻譯和例句

是什麼意思

「截頭圓錐」是指一種幾何形狀,通常是由一個圓錐的上半部分被切去而形成的,底面為一個圓形,上面則是另一個較小的圓形。截頭圓錐在數學和工程學中有著廣泛的應用,特別是在計算體積和表面積時。

依照不同程度的英文解釋

  1. A shape that looks like a cone but has the top cut off.
  2. A cone with the top part removed.
  3. A solid shape with two circular ends, one bigger than the other.
  4. A three-dimensional figure that has a circular base and a smaller circular top.
  5. A geometric figure that is formed by slicing the top off a cone.
  6. A truncated cone that has two parallel circular bases of different diameters.
  7. A conical frustum with specific properties related to volume and surface area.
  8. A geometric solid that results from cutting a cone parallel to its base.
  9. A three-dimensional shape characterized by two circular bases connected by a curved surface.
  10. A solid shape that has a larger base and a smaller top, resembling a cone without its tip.

相關英文單字或片語的差別與用法

1:Frustum of a cone

用法:

這是截頭圓錐的數學術語,通常用於數學和工程領域。它指的是一個圓錐的部分,底部圓形和上方較小的圓形之間的區域,這個術語在計算截頭圓錐的體積和表面積時經常使用。

例句及翻譯:

例句 1:

截頭圓錐的體積可以用公式計算。

The volume of the frustum of a cone can be calculated using a formula.

例句 2:

這個設計需要考慮截頭圓錐的穩定性。

This design needs to consider the stability of the frustum of a cone.

例句 3:

在數學課上,我們學習了如何計算截頭圓錐的表面積。

In math class, we learned how to calculate the surface area of the frustum of a cone.

2:Truncated cone

用法:

這是截頭圓錐的另一種說法,通常用於描述這種形狀的物體,特別是在實際應用中,如瓶子、煙囪等。這個術語強調了形狀被截去的部分。

例句及翻譯:

例句 1:

這個瓶子是截頭圓錐形的設計,方便握持。

This bottle has a truncated cone shape for easy handling.

例句 2:

截頭圓錐的形狀使得它在某些應用中非常實用。

The shape of the truncated cone makes it very practical for certain applications.

例句 3:

我們在設計中使用了截頭圓錐的形狀來提高美觀。

We used the shape of a truncated cone in our design to enhance aesthetics.

3:Conical frustum

用法:

這是截頭圓錐的正式名稱,常用於數學和幾何學中。這個術語專門用來描述這種形狀的幾何特徵。

例句及翻譯:

例句 1:

在幾何學中,截頭圓錐被稱為圓錐截頭體。

In geometry, the conical frustum is referred to as a frustum of a cone.

例句 2:

我們需要計算這個圓錐截頭體的體積。

We need to calculate the volume of this conical frustum.

例句 3:

這個模型的設計基於圓錐截頭體的結構。

The design of this model is based on the structure of a conical frustum.