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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

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C
calculation ­pºâ
calculator ­pºâ¾÷¡F­pºâ¾¹
calculus (1) ·L¿n¤À¾Ç; (2) ºtºâ
cancel ®øªk¡F¬Û®ø
canellation law ®ø¥h«ß
canonical ¨å«¬; ¼Ð·Ç
capacity ®e¶q
cardioid ¤ßŦŽ¨
Cartesian coordinates ²Ã¥d¨à§¤¼Ð
Cartesian equation ²Ã¥d¨à¤èµ{
Cartesian plane ²Ã¥d¨à¥­­±
Cartesian product ²Ã¥d¨à¿n
category Ãþ«¬¡F½dÃ¥
catenary ÄaÃ쎨
Cauchy sequence ¬_¦è§Ç¦C
Cauchy's principal value ¬_¦è¥D­È
Cauchy-Schwarz inequality ¬_¦è - ³\¥Ëº¸¯÷¤£µ¥¦¡
central limit theorem ¤¤¤ß·¥­­©w²z
central line ¤¤½uúø
central tendency ¶°¤¤ÁÍ
centre ¤¤¤ß¡F¤ß
centre of a circle ¶ê¤ß
centre of gravity ­«¤ß
centre of mass ½è¶q¤¤¤ß
centrifugal force Â÷¤ß¤O
centripedal acceleration ¦V¤ß¥[³t«×
centripedal force force ¦V¤ß¤O
centroid §Î¤ß¡F¶Z¤ß
certain event ¥²µM¨Æ¥ó
chain rule Ã즡ªk«h
chance ¾÷·|
change of axes §¤¼Ð¶bªºÅÜ´«
change of base °òªºÅÜ´«
change of coordinates §¤¼Ð¶bªºÅÜ´«
change of subject ¥D¶µÅÜ´«
change of variable ´«¤¸¡FÅܶqªº´«
characteristic equation ¯S¼x(©º)¤èµ{
characteristic function ¯S¼x(©º)¨ç¼Æ
characteristic of logarithm ¹ï¼Æªº­º¼Æ; ¹ï¼Æªº©w¦ì³¡
characteristic root ¯S¼x(©º)®Ú
chart ¹Ï¡F¹Ïªí
check digit ÀËÅç¼Æ¦ì
checking Åçºâ
chord ©¶
chord of contact ¤ÁÂI©¶
circle ¶ê
circular ¶ê§Î¡F¶êªº
circular function ¶ê¨ç¼Æ¡F¤T¨¤¨ç¼Æ
circular measure ©·«×ªk
circular motion ¶ê©P¹B°Ê
circular permutation Àô§Î±Æ¦C; ¶ê§Î±Æ¦C; ´`Àô±Æ¦C
circumcentre ¥~¤ß¡F¥~±µ¶ê¤ß
circumcircle ¥~±µ¶ê
circumference ¶ê©P
circumradius ¥~±µ¶ê¥b®|
circumscribed circle ¥~±µ¶ê
cissoid ½¯¸­Ž¨
class °Ï¡F²Õ¡FÃþ
class boundary ²Õ¬É
class interval ²Õ°Ï¶¡¡F²Õ¶Z
class limit ²Õ­­¡F°Ï­­
class mark ²Õ¤¤ÂI¡F°Ï¤¤ÂI
classical theory of probability ¥j¨å·§²v½×
classification ¤ÀÃþ
clnometer ´ú±×»ö
clockwise direction ¶¶®É°w¤è¦V
clockwise moment ¶¶®É°w¤O¯x
closed convex region ³¬¥Y°Ï°ì
closed interval ³¬°Ï¶¡
coaxial ¦@¶b
coaxial circles ¦@¶b¶ê
coaxial system ¦@¶b¨t
coded data ½s½X¼Æ¾Ú
coding method ½s½Xªk
co-domain ¤W°ì
coefficient ¨t¼Æ
coefficient of friction ¼¯À¿«Y¼Æ
coefficient of restitution ¸I¼²«Y¼Æ; «ì´_«Y¼Æ
coefficient of variation ÅÜ®t«Y¼Æ
cofactor ¾l¦]¤l; ¾l¦]¦¡
cofactor matrix ¦C¯x°}
coincide Å|¦X¡F­«¦X
collection of terms ¨Ö¶µ
collinear ¦@½uúø
collinear planes ¦@½u­±
collision ¸I¼²
column (1)¦C¡FÁa¦æ¡F(2) ¬W
column matrix ¦C¯x°}
column vector ¦C¦V¶q
combination ²Õ¦X
common chord ¤½©¶
common denominator ¦P¤À¥À¡F¤½¤À¥À
common difference ¤½®t
common divisor ¤½¬ù¼Æ¡F¤½¬ù
common factor ¤½¦]¤l¡F¤½¦]¼Æ
common logarithm ±`¥Î¹ï¼Æ
common multiple ¤½¦ì¼Æ¡F¤½­¿
common ratio ¤½¤ñ
common tangent ¤½¤Áúø
commutative law ¥æ´««ß
comparable ¥i¤ñ¸ûªº
compass ù½L
compass bearing ù½L¤è¦ì¨¤
compasses ¶ê³W
compasses construction ¶ê³W§@¹Ï
compatible ¥i¬Û®eªº
complement ¾l¡F¸É¾l
complement law ¸É¾l«ß
complementary angle ¾l¨¤
complementary equation ¸É¥R¤èµ{
complementary event ¤¬¸É¨Æ¥ó
complementary function ¾l¨ç¼Æ
complementary probability ¤¬¸É·§²v
complete oscillation ¥þ®¶°Ê
completing the square °t¤è
complex conjugate ½Æ¦@³m
complex number ½Æ¼Æ
complex unmber plane ½Æ¼Æ¥­­±
complex root ½Æ¼Æ®Ú
component ¤À¶q
component of force ¤À¤O
composite function ½Æ¦X¨ç¼Æ; ¦X¦¨¨ç¼Æ
composite number ½Æ¦X¼Æ¡F¦X¦¨¼Æ
composition of mappings ¬M®gºc¦X
composition of relations ½Æ¦XÃö«Y
compound angle ½Æ¨¤
compound angle formula ½Æ¨¤¤½¦¡
compound bar chart ºî¦X´Î§Î¹Ï
compound discount ½Æ§é¦©
compound interest ½Æ§Q¡F½Æ§Q®§
compound probability ¦X¦¨·§²v
compound statement ½Æ¦X©RÃD; ½Æ¦X±Ô­z
computation ­pºâ
computer ¹q¸£¡F¹q¤l­pºâ¾÷
concave ¥W
concave downward ¥W¦V¤Uªº
concave polygon ¥W¦hÃä§Î
concave upward ¥W¦V¤Wªº
concentric circles ¦P¤ß¶ê
concept ·§©À
conclusion µ²½×
concurrent ¦@ÂI
concyclic ¦@¶ê
concyclic points ¦@¶êÂI
condition ±ø¥ó
conditional ±ø¥ó¥y¡F±ø¥ó¦¡
conditional identity ±ø¥óùÚµ¥¦¡
conditional inequality ±ø¥ó¤£µ¥¦¡
conditional probability ±ø¥ó·§²v
cone À@¡F¶êÀ@¡]Åé¡^
confidence coefficient ¸m«H«Y¼Æ
confidence interval ¸m«H°Ï¶¡
confidence level ¸m«H¤ô¥­
confidence limit ¸m«H·¥­­
confocal section ¦@µJ¶êÀ@¦±Ž¨
congruence (1)¥þµ¥¡F(2)¦P¾l
congruence class ¦P¾lÃþ
congruent ¥þµ¥
congruent figures ¥þµ¥¹Ï§Î
congruent triangles ¥þµ¥¤T¨¤§Î
conic ¤G¦¸¦±Ž¨; ¶êÀ@¦±Ž¨
conic section ¤G¦¸¦±Ž¨; ¶êÀ@¦±Ž¨
conical pendulum ¶êÀ@Â\
conjecture ²q·Q
conjugate ¦@³m
conjugate axis ¦@³m
conjugate diameters ¦@³m¶b
conjugate hyperbola ¦@³m(ª½)®|
conjugate imaginary / complex number ¦@³mÂù¦±Ž¨
conjugate radical ¦@³mµê/½Æ¼Æ
conjugate surd ¦@³m®Ú¦¡; ¦@³m¤£ºÉ®Ú
conjunction ¦X¨ú
connective ³sµü
connector box Ññµ®Ø
consecutive integers ³sÄò¾ã¼Æ
consecutive numbers ³sÄò¼Æ¡F¬Û¾F¼Æ
consequence µ²½×¡F±À½×
consequent ±ø¥ó¡F«á¶µ
conservation of energy ¯à¶q¦uùÚ
conservation of momentum °Ê¶q¦uùÚ
conserved ¦uùÚ
consistency condition ¬Û®e±ø¥ó
consistent ¤@³eªº¡F¬Û®eªº
consistent estimator ¬Û®e¦ô­p¶q
constant ±`¼Æ
constant acceleration ùÚ¥[³t«×
constant force ùÚ¤O
constant of integration ¿n¤À±`¼Æ
constant speed «í³t²v
constant term ±`¶µ
constant velocity ©Í³t«×
constraint ¬ù§ô¡F¬ù§ô±ø¥ó
construct §@
construction §@¹Ï
construction of equation ¤èµ{ªº³]¥ß
continued proportion ³s¤ñ¨Ò
continued ratio ³s¤ñ
continuity ³sÄò©Ê
continuity correction ³sÄò®Õ¥¿
continuous ³sÄòªº
continuous data ³sÄò¼Æ¾Ú
continuous function ³sÄò¨ç¼Æ
continuous proportion ³sÄò¤ñ¨Ò
continuous random variable ³sÄòÀH¾÷Åܶq
contradiction ¥Ù¬Þ
converge ¦¬íK
convergence ¦¬íK©Ê
convergent ¦¬íKªº
convergent iteration ¦¬íKªº­¡¥N
convergent sequence ¦¬íK§Ç¦C
convergent series ¦¬íK¯Å¼Æ
converse °f(©w²z)
converse of a relation °fÃö«Y
converse theorem °f©w²z
conversion Âà´«
convex ¥Y
convex polygon ¥Y¦hÃä§Î
convexity ¥Y©Ê
coordinate §¤¼Ð
coordinate geometry ¸ÑªR´X¦ó¡F§¤¼Ð´X¦ó
coordinate system §¤¼Ð¨t¨t©w²z¡F¨t¡F±À½×
coplanar ¦@­±
coplanar forces ¦@­±¤O
coplanar lines ¦@­±Ž¨
co-prime ¤¬½è; ¤¬¯À
corollary «Y©w²z; ¨t; ±À½×
correct to ·Ç½T¦Ü¡F¨ú­È¦Ü
correlation ¬ÛÃö
correlation coefficient ¬ÛÃö«Y¼Æ
correspondence ¹ïÀ³
corresponding angles (1)¦P¦ì¨¤¡F(2)¹ïÀ³¨¤
corresponding element ¹ïÀ³Ãä
corresponding sides ¹ïÀ³Ãä
cosecant ¾l³Î
cosine ¾l©¶
cosine formula ¾l©¶¤½¦¡
cost price ¦¨¥»
cotangent ¾l¤Á
countable ¥i¼Æ
countable set ¥i¼Æ¶°
countably infinite ¥i¼ÆµL­­
counter clockwise direction °f®É°w¤è¦V¡Fªð®É°w¤è¦V
counter example ¤Ï¨Ò
counting ¼Æ¼Æ¡F­p¼Æ
couple ¤O°¸
Carmer's rule §JµÜº¿ªk«h
criterion ·Ç«h
critical point Á{¬ÉÂI
critical region Á{¬É°ì
cirtical value Á{¬É­È
cross-multiplication ¥æ¤e¬Û­¼
cross-section ¾î¤Á­±¡F¾îºI­±¡FºI²ª
cube ¥¿¤èÅé¡F¥ß¤è¡F¥ß¤èÅé
cube root ¥ß¤è®Ú
cubic ¤T¦¸¤è¡F¥ß¤è¡F¤T¦¸(ªº)
cubic equation ¤T¦¸¤èµ{
cubic roots of unity ³æ¦ìªº¥ß¤è®Ú
cuboid ªø¤èÅé¡F¯xÅé
cumulative ²Ö¿nªº
cumulative distribution function ²Ö¿n¤À§G¨ç¼Æ
cumulative frequecy ²Ö¿nÀW¼Æ¡F²Ö¿nÀW²v
cumulative frequency curve ²Ö¿nÀW¼Æ¦±úø
cumulative frequcncy distribution ²Ö¿nÀW¼Æ¤À§G
cumulative frequency polygon ²Ö¿nÀW¼Æ¦hÃä§Î¡F²Ö¿nÀW²vª½¤è¹Ï
curvature of a curve ¦±½uªº¦±²v
curve ¦±½uúø
curve sketching ¦±½u´yø(ªk)
curve tracing ¦±½u´y¸ñ(ªk)
curved line ¦±½uúø
curved surface ¦±­±
curved surface area ¦±­±­±¿n
cyclic expression ¿é´«¦¡
cyclic permutation ¶ê§Î±Æ¦C
cyclic quadrilateral ¶ê¤º±µ¥|Ãä§Î
cycloid ±Û¿é½u; Â\½u
cylinder ¬W¡F¶ê¬WÅé
cylindrical ¶ê¬W§Îªº