7 сынып
Сабақтың тақырыбы: «Заттың тығыздығы»
Мақсаты:
Дене массасының оның көлеміне қатынасымен анықталатын шаманы ұғындыру.
а) білімділік: жаңа физикалық шаманы түсіндіру.
ә) дамытушылық: оқушылардың ой өрісін дамыту.
б) тәрбиелік: оқушыларды ізденімпаздылыққа үйрету.
Сабақтың көрнекілігі: таразы, мензурка, денелер, рычак, ыдыс, су, тұз, картоп
Сабақтың түрі: шығармашылық сабақ.
Сабақтың әдісі: Топпен жұмыс. Сын тұрғысынан ойлау.
Сабақтың барысы:
1. Ұйымдастыру.
2. Үй тапсырмасын сұрау.
Тестік тапсырма.
1. Ұшақ 0,5 сағатта 25 км ұшты. Жылдамдығы қанша
а) 50 км/сағ ә) 500 км/сағ б) 125 км/сағ
2. Дене 144 км/сағ жылдамдықша уақыт кеткен.
а) 0,55 сағ ә) 11520 сағ б) 55 сағ
3. 30 с бойы поезд 54 км/сағ жылдамдықпен қанша жол жүрді?
а) 450 м ә) 1620 м б) 45 м
4. 108 км/сағ жылдамдық қанша м/с-пен өрнектеледі?
а) 10,8 м/с ә) 30 м/с б) 300 м/с
5. Егер денеге басқа денелер әсер етпесе, оның жылдамдығы
а) өзгереді ә) өзгермейді
6. Автобустағы жолаушы артқа шалқаяды, себебі:
а) автобус V артады ә) жылдамдық кемиді
7. Өзара әрекеттескен екі дене бірдей V алады, олардың массалары:
а) әртүрлі ә) бірдей
тест
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О қ у ш ы л а р
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Барлығы:
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Үй тапсырмасын қорытындылау. Бақылау парағы.
№
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Оқушы номері
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Алған балы
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бағасы
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Нені білмейді?
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Жаңа сабақ. Оқушыларды топқа бөлу.
І топ тапсырмасы.
Дене массасын электронды таразымен анықтау
ІІ топ тапсырмасы.
Дене массасын
динамометрмен өлшеу
ІІІ топ тапсырмасы.
Дене көлемін сызғышпен
Өлшеу
ІҮ топ тапсырмасы.
Дене көлемін мензуркамен анықтау.
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Алынған мәліметтерді кестеге толтыру.
Дене
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Массасы m/кг
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Көлемі V/м2
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тығыздық
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Ағаш білеу
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21 г
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3,8∙8∙12=36,5 см3=36,5∙10-6 м3
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Мыс цилиндр
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9,9≈9∙10-2 кг
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10 мл = 10∙10-6 м3
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Мұғалім оқушылардың жасаған жұмысын жинақтап, кестеге толтырады.
Тығыздық = масса/көлем шамасын түсіндіреді.
Тығыздық p=m/v; өлшем бірліктері кг/м3 , г/см3
Әр түрлі заттың өзіне тән тығыздықтары болады:
мысалы: V1=V2=V3=V4=1см3 m1‹m2; m3› m4 = 1 г
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су сынап темір ауа
Бірдей көлемде массасы көбі сынап, себебі оның тығыздығы көп.
Жаңа сабақты пысықтау.
Әр топ өз жұмыстарын түсіндіреді
Кестенің 3 бөлігін толтыртамыз p1=m1/v1=21∙103кг≈ 0,6∙103 кг/м3 . 36,5∙10-6 м3
Алынған мәліметтерді оқулықтағы кестедегі мәліметтермен салыстырып, дұрыстығына көз жеткіземіз.
Тығыздықтың дене массасына тура, көлеміне кері пропортциогал екендігін айтамыз.
Үйге тапсырма: §32 оқуға беріледі.
Қосымша - экспериментік тапсырма: сабынның тығыздығын есептеп келу
7 сынып
Сабақтың тақырыбы: Күш. Деформация.
Сабақтың мақсаты:
А) Білімділік:Жаңа тақырып бойынша алған блімдерін өздігінен кез-келген жағдайда пайдалана білуге үйрету;
Б) Дамытушылық: Оқушының даму жүйесін дамыту, жүйелі түрде ойлауға ізденуге бағыттау, білімге деген құштарлығын арттыру;
В) Тәрбиелік: Өмірдің барлық ағымы физикалық заңдылыққа қатысты екендігін көрсету, балаларды еңбектене, іздене білуге баулу;
Сабақ түрі:Десант сабақ
Сабақтың көрнекілігі мен техникалық құралдар: интерактивті тақта,пласталин, шар, таразы, серіппе, сызғыш, сағат, мензурка, термометр;
Сабақтың барысы:
І. Ұйымдастыру кезеңі: Оқушыларды түгендеу, сабаққа дайындығын тексеру, сынып тазалығын тексеру.
ІІ. Үй тапсырмасын сұрау.
Тест сұрақтары арқылы.
Заттың көлем бірлігіндегі массасына тең физикалық шама
А) Заттың тығыздығы; В) Дененің массасы; С) Дененің көлемі;
Заттың тығыздығын табатын формула
А) m=pV; B) V=m/p; C) p=m/V;
тығыздықтың өлшем бірлігі.
А) кг; В) кг/м3; С) м3;
Ұзындығы 8 см, ені 5 см, қалыңдығы 3 см алтын кесегінің көлемі қандай?
А) 120 см3; В) 100 см3; С) 150 см3;
Бір қалыпты қозғалатын дененің жылдамдығын анықтайтын формула.
А) v=S/t; B) S=v∙t; C) m=pV;
72 км/сағ неше м/с-қа тең?
А) 10 м/с; В) 20 м/с; С) 15 м/с;
Аспан денелерінде және олардыңжүйелерінде өтетін құбылысты зерттейтін ғылым.
А) физика; В) астрономия; С) география;
Заттың неше күйі болады?
А) 2; В) 4; С) 3;
1 кг – да неше грамм бар?
А) 1000 гр; В) 100 гр; С) 0,001 гр;
Қазақстанның алғашқы ғарышкері кім?
А) Талғат Мұсабаев; В) Юрий Гагарин; С) тоқтар Әубәкіров
Өлшеу құралдарының атын атап, атқаратын қызметтерін айту.
Термометр;
Сызғыш;
Сағат;
Мензурка;
Таразы;
Жаңа сабақ.
«Білегі күшті бірді жығады,
білімі күшті мыңды жығады».
«Көптің күші – бірлікте».
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)
Достарыңызбен бөлісу: |