| I |
|
| idempotent |
¥þ¾µ¥ªº |
| identical |
¥þµ¥¡F«íµ¥ |
| identity |
µ¥¡]¦¡¡^ |
| identity element |
³æ¦ì¤¸ |
| identity law |
¦P¤@«ß |
| identity mapping |
ùÚµ¥¬M®g |
| identity matrix |
ùÚµ¥¯x°} |
| identity relation |
«íµ¥Ãö«Y¦¡ |
| if and only if/iff |
·í¥B¶È·í¡FY¥B¶ÈY |
| if¡K, then |
Y¡K.«h¡F¦pªG¡K..«h |
| illustration |
¨ÒÃÒ¡F»¡©ú |
| image |
¹³ÂI¡F¹³ |
| image axis |
µê¶b |
| imaginary circle |
µê¶ê |
| imaginary number |
µê¼Æ |
| imaginary part |
µê³¡ |
| imaginary root |
µê®Ú |
| imaginary unit |
µê¼Æ³æ¦ì |
| impact |
¸I¼² |
| implication |
IJ[¦¡¡Fħt¦¡ |
| implicit definition |
Áô©w¸q |
| implicit function |
Áô¨ç¼Æ |
| imply |
IJ[¡Fħt |
| impossible event |
¤£¥i¯à¨Æ¥ó |
| improper fraction |
°²¤À¼Æ |
| improper integral |
¼s¸q¿n¤À; «D¥¿±`¿n¤À |
| impulse |
½Ä¶q |
| impulsive force |
½Ä¤O |
| incentre |
¤º¤O |
| incircle |
¤º¤Á¶ê |
| inclination |
¶É¨¤¡F±×¨¤ |
| inclined plane |
±×± |
| included angle |
§¨¨¤ |
| included side |
§¨Ãä |
| inclusion mapping |
¥]§t¬M®g |
| inclusive |
¥]§tªº¡F¥iݪº |
| inclusive disjunction |
¥]§t©ÊªR¨ú¡F¥iݪR¨ú |
| inconsistent |
¤£¬Ûªº(ªº)¡F¤£¤@P(ªº) |
| increase |
»¼¼W¡F¼W¥[ |
| increasing function |
»¼¼W¨ç¼Æ |
| increasing sequence |
»¼¼W§Ç¦C |
| increasing series |
»¼¼W¯Å¼Æ |
| increment |
¼W¶q |
| indefinite integral |
¤£©w¿n¤À |
| idenfinite integration |
¤£©w¿n¤Àªk |
| independence |
¿W¥ß¡F¦ÛÅÜ |
| independent equations |
¿W¥ß¤èµ{ |
| independent event |
¿W¥ß¨Æ¥ó |
| independent variable |
¦ÛÅܶq¡F¿W¥ßÅÜ¼Æ |
| indeterminate |
(1)¤£©wªº¡F(2)¤£©w¤¸¡F¥¼©w¤¸ |
| indeterminate coefficient |
¤£©w«Y¼Æ¡F¥¼©w«Y¼Æ |
| indeterminate form |
«Ý©w«¬¡F¤£©w«¬ |
| index,indices |
«ü¼Æ¡F«ü |
| index notation |
«ü¼Æ°O¼Æªk |
| induced operation |
»¤¾É¹Bºâ |
| induction hypothesis |
Âk¯Çªk°²³] |
| inelastic collision |
«D¼u©Ê¸I¼² |
| inequality |
¤£µ¥¦¡¡F¤£µ¥ |
| inequality sign |
¤£µ¥¸¹ |
| inertia |
ºD©Ê¡FºD¶q |
| infer |
±ÀÂ_ |
| inference |
±À½× |
| infinite |
µL¡FµL½a |
| infinite dimensional |
µLºû |
| infinite population |
µLÁ`Åé |
| infinite sequence |
µL§Ç¦C¡FµL½a§Ç¦C |
| infinite series |
µL¯Å¼Æ¡FµL½a¯Å¼Æ |
| infinitely many |
µL½a¦h |
| infinitesimal |
µL¤p¡FµL½a¤p |
| infinity |
µL(¤j)¡FµL½a(¤j) |
| inflection (inflexion) point |
©äÂI¡FÂà§éÂI |
| inherent error |
©T¦³»~®t |
| initial approximation |
ªì©lªñ¦üÈ |
| initial condition |
ì©l±ø¥ó¡Fªìȱø¥ó |
| initial point |
©lÂI¡F°_ÂI |
| initial side |
©lÃä |
| initial value |
ªìÈ¡F©lÈ |
| initial velocity |
ªì³t«× |
| initial-value problem |
ªìȰÝÃD |
| injection |
¤º®g |
| injective function |
¤º®g¨ç¼Æ |
| inner product |
¤º¿n |
| input |
¿é¤J |
| input box |
¿é¤J |
| inscribed circle |
¤º¤Á¶ê |
| insertion |
´¡¤J |
| insertion of brackets |
¥[¬A¸¹ |
| instantaneous |
Àþ®Éªº |
| instantaneous acceleration |
Àþ®É¥[³t«× |
| instantaneous speed |
Àþ®É³t²v |
| instantaneous velocity |
Àþ®É³t«× |
| integer |
¾ã¼Æ |
| integrable |
¥i¿n |
| integrable function |
¥i¿n¨ç¼Æ |
| integral |
¿n¤À |
| integral index |
¾ã¼Æ«ü¼Æ |
| integral mean value theorem |
¿n¼Æ«ü¼Æ |
| integral part |
¾ã¼Æ³¡¥÷ |
| integral solution |
¾ã¼Æ¸Ñ |
| integral value |
¾ã¼ÆÈ |
| integrand |
³Q¿n¨ç¼Æ |
| integrate |
¿n¡F¿n¤À¡F......ªº¿n¤À |
| integrating factor |
¿n¤À¦]¤l |
| integration |
¿n¤Àªk |
| integration by parts |
¤À³¡¿n¤Àªk |
| integration by substitution |
¥N´«¿n¤Àªk¡F´«¤¸¿n¤Àªk |
| integration constant |
¿n¤À±`¼Æ |
| interaction |
¬Û¤¬§@¥Î |
| intercept |
ºI¶Z¡FºI¬q |
| intercept form |
ºI¶Z¦¡ |
| intercept theorem |
ºI½u©w²z |
| interchange |
¤¬´« |
| interest |
§Q®§ |
| interest rate |
§Q²v |
| interest tax |
§Q®§µ| |
| interior angle |
¤º¨¤ |
| interior angles on the same side of the transversal |
¦P®Ç¤º¨¤ |
| interior opposite angle |
¤º¹ï¨¤ |
| intermediate value theorem |
¤¶È©w²z |
| internal bisector |
¤º¤À¨¤úø |
| internal division |
¤º¤À³Î |
| internal energy |
¤º¯à |
| internal force |
¤º¤O |
| internal point of division |
¤º¤ÀÂI |
| interpolating polynomial |
´¡È¦h¶µ¦¡ |
| interpolation |
´¡È |
| inter-quartile range |
¥|¤À¦ì¼Æ¶¡¶Z |
| intersect |
¬Û¥æ |
| intersection |
(1)¥æ¶°¡F(2)¬Û¥æ¡F(3)¥æÂI |
| interval |
°Ï¶¡ |
| interval estimation |
°Ï¶¡¦ôp¡F°Ï°ì¦ôp |
| intuition |
ª½Æ[ |
| invalid |
¥¢®Ä¡FµL®Ä |
| invariance |
¤£ÅÜ©Ê |
| invariant |
(1)¤£Åܪº¡F(2)¤£Åܶq¡F¤£Åܦ¡ |
| inverse |
¤Ïªº¡F°fªº |
| inverse circular function |
¤Ï¤T¨¤¨ç¼Æ |
| inverse cosine function |
¤Ï¾l©¶¨ç¼Æ |
| inverse function |
¤Ï¨ç¼Æ¡F°f¨ç¼Æ |
| inverse cosine function |
¤Ï¤T¨¤¨ç¼Æ |
| inverse function |
¤Ï¨ç¼Æ¡F°f¬M®g |
| inverse mapping |
¤Ï¦V¬M®g¡F°f¬M®g |
| inverse matrix |
°f¯x°} |
| inverse problem |
°fºâ°ÝÃD |
| inverse proportion |
¤Ï¤ñ¨Ò¡F°f¤ñ¨Ò |
| inverse relation |
°fÃö«Y |
| inverse sine function |
¤Ï¥¿©¶¨ç¼Æ |
| inverse tangent function |
¤Ï¥¿¤Á¨ç¼Æ |
| inverse variation |
¤ÏÅÜ(¤À)¡F°fÅÜ(¤À) |
| invertible |
¥i°fªº |
| invertible matrix |
¥i°f¯x°} |
| irrational equation |
µL²z¤èµ{ |
| irrational number |
µL²z¼Æ |
| irreducibility |
¤£¥i¬ù©Ê |
| irregular |
¤£³W«h |
| isomorphism |
¦Pºc |
| isosceles triangle |
µ¥¸y¤T¨¤§Î |
| iterate |
(1)¡¥NÈ; (2)¡¥N |
| iteration |
¡¥N |
| iteration form |
¡¥N§Î |
| iterative function |
¡¥N¨ç¼Æ |
| iterative method |
¡¥Nªk |