Жалпы білім беретін Оян орта білім беретін мектебі
Муханбетжанова Нагима Орынгалиевна
І санатты, математика пәнінің мұғалімі
Математика-6. 12.03.15 ж.
Сабақтың тақырыбы: Центрлік симметрия
Сабақтың мақсаты:
Білімділік: оқушыларды центрлік симметрия ұғымымен таныстыру.
Геометриялық фигуралардың симметрия центрін табу дағдыларын жетілдіру.Нүктеге қатысты симметриялы фигураларды салуды үйрету;
Дамытушылық: оқушылардың ой-өрісін дамыту, ол үшін математиканың жаратылыстану пәндерімен,табиғат құбылыстарымен байланысы,симметрияны сұлулық пен әсемдікке деген қатысы туралы түсінік беру,сөйтіп олардың сабаққа деген қызығушылығын арттыру.
Тәрбиелік: ұқыптылыққа, әдемілікке, шапшаңдылыққа тәрбиелеу
Сабақтың түрі: жаңа білімді меңгерту.
Сабақтың көрнекілігі:
интерактивті тақта;
Сызғыш,циркуль,бұрыштық.
Сабақтың барысы:
Ұйымдастыру бөлімі:
Мұғалім: Өткен тақырыптар бойынша қайталау сұрақтарына жауап берейік.
Қайталау сұрақтары: « Ой , қозғау стратегиясы »
1. Симметриялы фигуралар дегеніміз не?
2. Остік симметриялы фигура дегеніміз не?
3.Симметрия осьі дегеніміз не?.
4. Бұрыштар , тік төртбұрыш, квадрат,шеңбер - осьтік симметриялы фигура.
5. Декарт координат жүйесіндегі координаталар қалай аталады?
Мұғалім: Өтілген тақырып бойынша ойымызды жинақтадық. Енді бүгінгі өтетін жаңа сабағымыз: « Центрлік симметрия » деп аталады.
Мағынаны тану. « Мағынаны тану стратегиясы » Центрлік симметрия
Жаңа сабақтың мақсаты: Ғылым мен өндірістің дамуы үшін, табиғаттағы құбылыстардың эстетикалық талғамда болатындығын анықтап білу үшін симметрия ұғымын оқып білу керек.
Табиғатта болатын барлық құбылыстарды: денелердің қозғалысын ұшақтар мен ракеталардың аспанда самғауын, кемелердің су бетінде, су астында жүзуін, электр жарықтарының пайда болу себептерін, өсімдіктер мен жануарлардың өсіп жетілуін, жаңа заттардың пайда болу жолдарын математикалық өрнек арқылы жазып көрсетуге болады.
Ал біздің бүгінгі өткелі отырған симметрия тақырыбы сол әсемдік пен сұлулықты, жұптылықты, өмірге қажеттілікті, эстетикалық талғамды, қызығушылықты көрсететін тақырып.Осы тақырыпты өту барысында мынадай мәселелерді қарастырамыз:
I. Симметрия туралы түсінік беру.
ІІ. Центрлік симметрия туралы түсінік беру.
«Симметрия» грек сөзінен алынған, ол «гармония» сөзі сияқты бірдей өлшемділікті,белгілі бір реттілікпен орналасқан деген ұғымды білдіреді.Симметрия әр түрлі болады. Симметрияның ең қарапайым түрі-түзуге , нүктеге қатысты симметрия,
О нүктесіне қатысты АВ кесіндісіне симметриялы кесіндіні салуды үйренейік.
О нүктесіне қатысты А нүктесіне симметриялы А нүктесін және В нүктесіне
симметриялы В нүктесін салу керек.
2) Ажәне Внүктелерін қоссақ, АВкесіндісі салынады. АВ және АВ есінділері О нүктесіне қатысты симметриялы.АВкесіндісіндегі қандай да бір хнүктесі О нүктесіне қатысты АВ кесіндісіндегі х нүктесіне симметриялы.
5.О нүктесіне қатысты АВС үшбұрышына симметриялы АВС үшбұрышын салуды үйренейік.
Ол үшін ұшбұрыштың төбелерінің ұштарынан берілген түзуге перпендикуляр түзулер жүргіземіз. Төбе ұшы мен түзуге дейінгі арақашықтықты түзудің созындысында өлшеп саламыз. Сонда төбе ұштарына симметриялы нүктелер шығады. АВС үшбұрышына симметриялы АВС үшбұрышын аламыз.
с с
Егер О нүктесіне қатысты симметриялы нүктелер фигураның өзінде жатса,
ол фигура центрлік симметриялы фигуралар деп аталады.
О нүктесі фигураның симметрия центрі деп аталады.
6. Шеңбер - центрлік симметриялы фигура.
Шеңбердің симметрия центрі –шеңбердің центрі болатын О нүктесі.
![](data:image/png;base64,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) ![](data:image/png;base64,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) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACcAAAAoCAYAAAB99ePgAAAACXBIWXMAAA6xAAAO2gEaha22AAAA00lEQVR4nM3WSQ6DMBAFUUfq+185oRZIiDB46OHXAgGrJ8BurLX23fo0wQzYliTQOKgCbT9RBNrxQg1o5xtKwD8cqQAvcaQAvMVRNfARR5XAVxxVAbtwVAHsxlE2cAhHmcBhHGUBp3CUAZzGUTRwCUeRwGUcRQFdcBQBdMNF5IrzfnruT84TGPJavYBh35wHMHRBrALDV+sKMGUrmQWm7XMzwNRNeBSYPiFGgCXjqxdYNlt7gKWD/w1Y/lfyBCzH0R1QAkdXQBkcnYFSODoC5XC0A38nIAtjMFevyQAAAABJRU5ErkJggg==)
7.Кесінді –центрлік симметриялы фигура
А О В АО ═ ОВ, О нүктесі симметрия центрі.
8.Тіктөртбұрыш - центрлік симметриялы фигура.
( Диогональ-тік төртбұрыштың қарама – қарсы төбелерін қосатын кесінді диогональ деп аталады.АС және ВС –диогональдар.) О-нүктесі –АВСД тік тік төртбұрышының симметрия центрі. АО═ ОС; ВО═ОД.
Коордиаталар басы О нүктесіне қатысты центрлік симметриялы нүктелерді қарастырайық. О нүктесіне қатысты А(3;5) нүктесі В(-3;-5) нүктесіне,
С( -5:7 )Д( 5; -7 ) симметриялы.
А Д ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFcAAAArCAYAAAANKBTWAAAACXBIWXMAAA62AAAOxgHh98BTAAAA+0lEQVR4nO3QSwrDMBAEUQl0/ys7ZFEEnDi2pNF3uhbD0MuXQghHeJ/jiEGZlkCNMQrZuMQjZPvSeRCyXV+4JOT6LnFJyOXd4pKQ83uMS0J+XjYuCfm+YlwS8nXVuCTk78xwScifzHFJyA1xyTNyc1zyiNwNlzwhd8clD8jDcGln5OG4tCPyNLi0E/J0uLQD8rS4tDLy9Li0IvIyuLQS8nK4tALysrg0M/LyuDQj8ja4NBPydrg0A/K2uDQSeXtcGoHsBpd6IrvDpR7IbnGpJbJ7XGqBLNxTlsjCvcgCWbg31SAL92ElyMLNLAdZuIU9QRZuZf+QhWvUL+QXxscqZY42TYwAAAAASUVORK5CYII=)
О
В С
9.Координаталық жазықтықтағы координаталар басы О нүктесіне қатысты симметриялы нүктелердің коодинаталары қарама-қарсы сандар болады.
Центрлік симметрия қазақтың ұлттық ою-өрнектерде де кесдеседі. Мысалы оның түрлері мен аттары: қошқармүйіз, қосмүйіз, гүл ою, т.б.
Жұлдыз өрнегі – аспандағы жұлдыз көрінісіне ұқсайды.
Ол көбінесе кілемдерде жиі қолданылады.
Қошқармүйіз – қошқардың екі шекесіне иіріліп кеткен қос мүйізіне ұқсайды. Ол ұлттық киімдерде және текемет, сырмақ, аяққап, т. б. киіз бұйымдарында кездеседі.
Жалауша – атына сай жалауға ұқсас немесе баспа “Г” әрпі тәріздес өрнек. Кестеде жиі кездестіруге болады.
Презентация ( интерактивті тақтадан оқушылар ұлттық ою-өрнек түрімен танысады)
6.Жаңа сабақты бекіту тапсырмалары.
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)
Берілген суреттерде симметрия центрін жүргізуге бола ма? Қанша симметрия осін жүргізуге болады?
Оқушылар берілген фигуралардың симметрия центрін сызып көрсетеді.
1 / Міндетті тапсырма: 1)№1194,1196(А)
Достарыңызбен бөлісу: |