A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z 


A hundred million is one hundred times a million.

一 亿 是 一 百 万 的 一 百 倍 。

Yi2 yi4 shi4 yi4bai3wan4 de yi4bai3 bei4.

Zhang MengLiu Yu RongHuang XuCao Li Hua
MalSarahBrian

1 added to 1 equals 2

1 加 1 等 于 2

yi1 jia1 yi1 deng3yu2 er4

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

89 plus 98 is 187

89 加 98 得 187

ba1shi2jiu3 jia1 jiu3shi2ba1 de2 yi4bai3ba1shi2qi1

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

78 plus 102 is 180

78 加 102 得 180

qi1shi2ba1 jia1 yi4bai3ling2er4 de2 yi4bai3ba1shi2

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

678 added to 789 equals 1467

678 加 789 等 于 1467

liu4bai3qi1shi2ba1 jia1 qi1bai3ba1shi2jiu3 deng3yu2 yi4qian1si4bai3liu4shi2qi1

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

1 and 1 is 2

1 加 1 得 2

yi1 jia1 yi1 de2 er4

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

1 plus 1 is 2

1 加 1 得 2

yi1 jia1 yi1 de2 er4

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

3 plus 4 is 7

3 加 4 得 7

san1 jia1 si4 de2 qi1

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

algebra

代 数

dai4shu4

Zhao JianCheng MiaoZhuo ShuoLi Xinzhou

right angle

直 角

zhi2jiao3

Cao LihongTan LiNa ZitaoRen Shuang

calculus

微 积 分

wei1ji1fen1

Cao LihongTan LiNa ZitaoRen Shuang
Jeremy

coefficient

系 数

xi4shu4

Du Feng
Maggy

to count, to calculate; counting, calculation

计 算

ji4suan4

Shao DanniLi Yu ZhengSong JiaZheng Lei
SethJulieAustin

to count, to number(the noun is shu4 - sometimes used interchangeably)

shu3

Zhang MengWang MeiHua
CricketMalLeslieKaren Lee

Can you count to 10?

你 能 数 到 10 吗 ?

Ni3 neng2 shu3 dao4 shi2 ma?

Liu Yu RongCheng HongGu ZhengZhang Zhida
JamesBrian

Here are eight apples. Count them.

这 儿 有 八 个 苹 果 。 数 一 下 。

Zhe4r you3 ba1 ge ping2guo3. Shu3 yi2 xia4.

Feng XieCheng HongDu FengLi ChunjiangGu Zheng
CherieJamesGlison

Venn diagram

维 恩 图 解

Wei2en1 tu2jie3

Du FengZhuo ShuoTan LiLi Xinzhou

diameter

直 径

zhi2jing4

Du FengDeng YichenWang ChenZhou HuiRen Shuang

to divide by

除 以

chu2yi3

Zhao JianCao LihongNa ZitaoTan LiWang Chen
Cricket

10 divided by 2 is 5

10 除 以 2 得 5

shi2 chu2yi3 er4 de2 wu3

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

8 over 2 is 4

8 除 以 2 得 4

ba1 chu2yi3 er4 de2 si4

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

89 divided by 3 is 29.667

89 除 以 3 得 29 点 667

ba1shi2jiu3 chu2yi3 san1 de2 er4shi2jiu3dian3liu4liu4qi1

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

differential equation

微 分 方 程

wei1fen1fang1cheng2

Cao LihongTan LiNa ZitaoRen Shuang
Jeremy

equilateral

等 边

deng3bian1

Cao LihongTan LiNa ZitaoRen Shuang

geometry

几 何 学

ji3he2xue2

Du FengHu SiyuZheng LeiCao LihongWang Chen
JeremyBrian

isosceles

二 等 边 的

er4deng3bian1 de

Cao LihongTan LiNa ZitaoRen Shuang

mean(as in mean, median, and mode -- descriptive statistic)

平 均 数

ping2jun1shu4

Zhao JianCao LihongNa ZitaoTan LiWang Chen
Cricket

mean, arithmetic mean, average

平 均 值

ping2jun1zhi2

Du FengCao LihongZhou ShuoLi XinzhouFen Ran

median(as in mean, median, and mode -- descriptive statistic)

中 数

zhong1shu4

Zhao JianCao LihongNa ZitaoTan LiWang Chen
Cricket

mode(as in mean, median, and mode -- descriptive statistic)

众 数

zhong4shu4

Zhao JianCao LihongNa ZitaoTan LiWang Chen
Cricket

6 multiplied by 3 is 18

6 乘 以 3 得 18

liu4 cheng2yi3 san1 de2 shi2ba1

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

5 times 8 is 40

5 乘 以 8 得 40

wu3 cheng2yi3 ba1 de2 si4shi2

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

pi

pai4

Du FengDeng YichenWang ChenZhou HuiRen Shuang

proportion

正 比

zheng4bi3

Zhang Meng
Austin

quadratic equation

二 次 方 程 式

er4ci4 fang1cheng2shi4

Cao LihongTan LiNa ZitaoRen Shuang

quadratic theory

二 次 方 程 式 论

er4ci4 fang1cheng2shi4 lun4

Cao LihongTan LiNa ZitaoRen Shuang

radius, radii

半 径

ban4jing4

Du FengDeng YichenWang ChenZhou HuiRen Shuang

inverse ratio, inverse proportion

反 比

fan3bi3

Du Feng
Cherie

square, second power

二 次 方

er4ci4 fang1

Cao LihongTan LiNa ZitaoRen Shuang

51 minus 22 is 29

51 减 22 得 29

wu3shi2yi1 jian3 er4shi2er4 de2 er4shi2jiu3

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

2 minus 1 is 1

2 减 1 得 1

er4 jian3 yi1 de2 yi1

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

3 minus 4 is minus 1

3 减 4 得 负 1

san1 jian3 si4 de2 fu4 yi1

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

78 minus 3 equals 75

78 减 3 等 于 75

qi1shi2ba1 jian3 san1 deng3yu2 qi1shi2wu3

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

7 subtracted from 9 equals 2

9 减 7 等 于 2

Jiu3 jian3 qi1 deng3yu2 er4

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

89 subtracted from 69 equals minus 20

69 减 89 等 于 负 20

Liu4shi2jiu3 jian3 ba1shi2jiu3 deng3yu2 fu4 er4shi2

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

14 subtracted from 10 is a minus 4

10 减 14 得 负 4

Shi2 jian3 shi2si4 de2 fu4 si4

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

3 subtracted from 8 is 5

8 减 3 得 5

Ba1 jian3 san1 de2 wu3

Cao LihongTan LiWang WenjingLi ChunjiangRen ShuangNa ZitaZhang Zhida
Jeremy

to multiply

cheng2

Da DiZhang Meng
CricketAustin

triangle

三 角 形

san1jiao3xing2

Cao LihongTan LiNa ZitaoRen Shuang




http://hua.umf.maine.edu/Chinese/topics/topics.html
Last Update: January 2009
©  Marilyn Shea 1999, 2001, 2004, 2008