欢迎来到奇葩栖息地!欢迎加入Discord服务器:XfrfHCzfbW请先至特殊:参数设置验证邮箱后再进行编辑。特殊:参数设置挑选自己想要使用的小工具!不会编辑?请至这里学习Wikitext语法。

初中数学中的基本事实:修订间差异

来自奇葩栖息地
添加的内容 删除的内容
(// Edit via InPageEdit)
(// Edit via InPageEdit)
第15行: 第15行:
<tabber>
<tabber>
现代汉语=
现代汉语=
# 从一点向另一可以引直线。
# 过两能作且只能作一直线。
# 任意线段能无限延伸成一条直线
# 线可以向两端无限延伸。
# 任意线段,可以以其一个端为圆心,该线段为半径作一个圆。
# 定点为圆心及定长的线段为半径可以作圆。
# 所有直角都相等。
# 直角都相等。
# 若两条直线都与第三条直线相交,并且在同一边的内角之和小于两个直角,则这两条直线在这一边必定相交。
# 同平面内一条直线和另外两条直线相交,直线两个内角之和小于180°,则这两条直线经无限延长后在这一侧一定相交。
|-|
|-|
文言文=
文言文=
第33行: 第33行:
英语=
英语=
美国[[wzh:克拉克大學|克拉克大学]]的的在线英文版:<ref name=A/>
美国[[wzh:克拉克大學|克拉克大学]]的的在线英文版:<ref name=A/>
#To draw a straight line from any point to any point.
# To draw a straight line from any point to any point.
#To produce a finite straight line continuously in a straight line.
# To produce a finite straight line continuously in a straight line.
#To describe a circle with any center and radius.
# To describe a circle with any center and radius.
#That all right angles equal one another.
# That all right angles equal one another.
#That, if a straight line falling on two straight lines makes the interior angles on the same side less than two right angles, the two straight lines, if produced indefinitely, meet on that side on which are the angles less than the two right angles.
# That, if a straight line falling on two straight lines makes the interior angles on the same side less than two right angles, the two straight lines, if produced indefinitely, meet on that side on which are the angles less than the two right angles.
|-|
|-|
生草机=
生草机=
第51行: 第51行:
<tabber>
<tabber>
现代汉语=
现代汉语=
#与同一事物相等的事物相等。
# 于同量量彼此相等。
#的事物上相的事物仍然相等。
# 加等量,其和相等。
#的事物去相的事物仍然相等。
# 减等量,其差相等。
#一个事物与另一事物重合,则它们相等。
# 彼此能完全重合的物体是全
#整体大于部。
# 整体大于部
|-|
|-|
文言文=
文言文=
第69行: 第69行:
英语=
英语=
美国[[wzh:克拉克大學|克拉克大学]]的的在线英文版:<ref name=A/>
美国[[wzh:克拉克大學|克拉克大学]]的的在线英文版:<ref name=A/>
#Things which equal the same thing also equal one another.
# Things which equal the same thing also equal one another.
#If equals are added to equals, then the wholes are equal.
# If equals are added to equals, then the wholes are equal.
#If equals are subtracted from equals, then the remainders are equal.
# If equals are subtracted from equals, then the remainders are equal.
#Things which coincide with one another equal one another.
# Things which coincide with one another equal one another.
#The whole is greater than the part.
# The whole is greater than the part.
|-|
|-|
生草机=
生草机=