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Ãëàâíàÿ Ñëó÷àéíàÿ ñòðàíèöà Êîíòàêòû | Ìû ïîìîæåì â íàïèñàíèè âàøåé ðàáîòû! | |
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MATHCAD 6.0 PLUS/ Ôèíàíñîâûå, èíæåíåðíûå è íàó÷íûå ðàñ÷åòû â ñðåäå Windows 95./ Ïåð. ñ àíãë. – Ì.: Èíôîðìàöèîííî-èçäàòåëüñêèé äîì "Ôèëèíú", 1996. – 712 ñ.
Ïëèñ À.È., Ñëèâèíà Í.À. Mathcad: ìàòåìàòè÷åñêèé ïðàêòèêóì. – Ì.: Ôèíàíñû è Ñòàòèñòèêà. – 1999.
Î÷êîâ Â.Ô. Mathcad 8 Pro äëÿ ñòóäåíòîâ è èíæåíåðîâ. – Ì.: ÊîìïüþòåðÏðåññ, 1999.
Î÷êîâ Â.Ô.. MathCad 7 Pro äëÿ ñòóäåíòîâ è èíæåíåðîâ. – Ì.: ÊîìïüþòåðÏðåññ, 1998. – 384 ñ.
Äüÿêîíîâ Â.Ï. Ñïðàâî÷íèê ïî MathCAD PLUS 6.0 PRO. – Ì.: CK Ïðåññ, 1997. – 336 ñ.
Äüÿêîíîâ Â.Ï. Ñïðàâî÷íèê ïî MathCAD PLUS 7.0 PRO. – Ì.: CK Ïðåññ, 1998. – 352 c.
Äüÿêîíîâ Â. Ï., Àáðàìåíêîâà È. Â. MathCAD 7 â ìàòåìàòèêå, â ôèçèêå è â Internet. – Ì.: Íîëèäæ.- 1998. – 352 ñ.
Øåëåñò À. Å. Ìèêðîêàëüêóëÿòîðû â ôèçèêå. – Ì.: Íàóêà. Ãë. ðåä. ôèç.-ìàò. ëèò., 1988. – 272 ñ.
Øèêèí Å.Â., Ïëèñ À.È. Êðèâûå è ïîâåðõíîñòè íà ýêðàíå êîìïüþòåðà. Ðóêîâîäñòâî ïî ñïëàéíàì äëÿ ïîëüçîâàòåëåé. – Ì.: ÄÈÀËÎÖÌÈÔÈ, 1996. – 240 ñ.
Òåéëîð Äæ. Ââåäåíèå â òåîðèþ îøèáîê. Ïåð. ñ àíãë. – Ì.: Ìèð, 1985. – 272 ñ., èë.
Îðòåãà Äæ., Ïóë Ó. Ââåäåíèå â ÷èñëåííûå ìåòîäû ðåøåíèÿ äèôôåðåíöèàëüíûõ óðàâíåíèé/ Ïåð. ñ àíãë.; Ïîä ðåä. À. À. Àáðàìîâà. – Ì.: Íàóêà. Ãë. ôèç.-ìàò. ëèò., 1986. – 288 ñ.
Çàâàðûêèí Â. Ì., Æèòîìèðñêèé Â. Ã., Ëàï÷èê Ì. Ï. ×èñëåííûå ìåòîäû: Ó÷åá. ïîñîáèå äëÿ ñòóäåíòîâ ôèç.-ìàò. ñïåö. ïåä. èí-òîâ. – Ì.; Ïðîñâåùåíèå, 1990. – 176 ñ.
Äåìèäîâè÷ Á. Ï., Ìàðîí È. À. Îñíîâû âû÷èñëèòåëüíîé ìàòåìàòèêè. – Ì.: Íàóêà. Ãë. ðåä. ôèç.-ìàò. ëèò., 1966.
Äåìèäîâè÷ Á. Ï., Ìàðîí È. À., Øóâàëîâà Ý. Ç. ×èñëåííûå ìåòîäû àíàëèçà. – Ì.: Íàóêà. Ôèçìàòãèç, 1962.
Ç̲ÑÒ
Âñòóï ………………………………………………………………………………………….3
Ðîçä³ë 1. ÎÑÍÎÂÈ ÐÎÁÎÒÈ Ç MATHCAD……………………… ……...4
1.1 ÌÀÒÅÌÀÒÈ×Ͳ ÂÈÐÀÇÈ............................................................................................ 4
1.1.1 Îïåðàòîðè.................................................................................................................. 4
1.1.2 Òèïè äàíèõ................................................................................................................ 4
1.1.3 Ôóíêö³¿....................................................................................................................... 7
1.2 ÒÅÊÑÒβ ÔÐÀÃÌÅÍÒÈ.............................................................................................. 7
1.3 ÃÐÀÔ²×Ͳ ÎÁËÀÑÒ²...................................................................................................... 8
1.4 ÌÎÆËÈÂÎÑÒ² ÑÈÌÂÎËÜÍÎÃÎ ÏÐÎÖÅÑÎÐÀ (SYMBOLIC)........................... 10
1.4.1 Îïåðàö³¿ ç âèä³ëåíèìè âèðàçàìè........................................................................... 10
1.4.2 Îïåðàö³¿ ç âèä³ëåíèìè çì³ííèìè.......................................................................... 11
1.4.3 Îïåðàö³¿ ç âèä³ëåíèìè ìàòðèöÿìè........................................................................ 13
1.4.4 Îïåðàö³¿ ïåðåòâîðåííÿ........................................................................................... 14
1.4.5 Ñòèëü åâîëþö³¿........................................................................................................ 14
1.5 ÎÏÅÐÀÒÎÐÈ ÎÁ×ÈÑËÅÍÍß ÌÅÆ ÔÓÍÊÖ²É...................................................... 14
1.6 ÏÐÎÃÐÀÌÓÂÀÍÍß Â ÑÅÐÅÄÎÂÈÙ² MATHCAD................................................ 15
Ðîçä³ë 2.ÑÈÌÂÎËÜͲ ÎÁ×ÈÑËÅÍÍß. ÑÈÌÂÎËÜÍŠвØÅÍÍß Ð²ÂÍßÍÜ……………………………….……………………..… 20
Ðîçä³ë 3. вØÅÍÍß ÍÅ˲ͲÉÍÈÕ Ð²ÂÍßÍÜ……………………………27
Ðîçä³ë 4. вØÅÍÍß ÑÈÑÒÅÌÈ ÍÅ˲ͲÉÍÈÕ Ð²ÂÍßÍÜ……………...30
Ðîçä³ë 5. вØÅÍÍß ÑÈÑÒÅÌ Ë²Í²ÉÍÈÕ Ð²ÂÍßÍÜ…………………...33
ÐÎÇÄ²Ë 6.вØÅÍÍß ÄÈÔÅÐÅÍÖ²ÉÍÈÕ Ð²ÂÍßÍÜ……………………...37
ÐÎÇÄ²Ë 7.²ÍÒÅÐÏÎËÞÂÀÍÍß ÔÓÍÊÖ²¯………………………………...42
ÐÎÇÄ²Ë 8. ÀÏÐÎÊÑÈÌÀÖ²ß ÅÊÑÏÅÐÈÌÅÍÒÀËÜÍÈÕ ÄÀÍÈÕ……...45
Äîäàòîê 1………………………………………………………………………48
Äîäàòîê 2………………………………………………………………………50
˳òåðàòóðà……………………………………………………………………..51
Äàòà ïóáëèêîâàíèÿ: 2015-04-06; Ïðî÷èòàíî: 709 | Íàðóøåíèå àâòîðñêîãî ïðàâà ñòðàíèöû | Ìû ïîìîæåì â íàïèñàíèè âàøåé ðàáîòû!