MS Excel-дің графиктік мүмкіндіктері
Пән: Экономикалық информатика және АТ
Сабақтың мақсаты:
а) бiлiмдiлік: MS Excel-дің графиктік мүмкіндіктері туралы студенттерге түсінік беріп, Диаграмма шеберінің көмегімен диаграммалар тұрғызуды және әртүрлі типті диаграммалар құруды үйрету;
ә) дамытушылық: MS Excel программасы мүмкіндіктерін пайдалана отырып диаграмма тұрғызу дағдыларын қалыптастыру, шығармашылық қабілеттерін жетілдіру және олардың компьютерлік сауаттылықтарын дамыту
б) тәрбиелiк: студенттерді адмагершілікке, имандылыққа, азаматтық пен жауапкершілікке тәрбиелеу және ұқыптылық пен тиянақтылыққа баулу.
Сабақтың түрі: аралас сабақ
Сабақтың көрнекiлiгi: дербес компьютер, интерактивті тақта, МS Exсel терезесі, Activote
Сабақ барысы:
Ұйымдастыру кезеңі:
Студенттермен сәлемдесу;
Аудиторияның сабаққа дайындығын тексеру;
Студенттердің назарын сабаққа аудару.
ІІ.Өткен тақырыпты еске түсіру (слайд түрінде)
1. Слайд
2. Қайталау сұрақтары:
Студенттерге MS Excel программасы туралы алған білімдерін тексеру мақсатында өткен тақырыптар бойынша төмендегі сұрақтарды қою.
Студенттер тақтаға шығып интерактивті тақтада көрсетеді.
Microsoft Excel программасын іске қосу жолдарын атаңыз
Microsoft Excel терезесі қандай элементтерден тұрады
Microsoft Excel программасында неше жол, неше баған бар
Жұмыс парақтарының атын қалай ауыстырамыз
Бағанның ені мен биіктігін өзгерту қандай жолдармен жүзеге асады
Жаңа жолды қалай қосуға болады?
Жаңа бағанды қосу жолын көрсетіңіз
Microsoft Excel программасын деректермен қандай операциялар орындауға мүмкіндік береді
Қандай мәліметтерді автотолтыру көмегімен енгізуге болады?
Excel-де ұяшықтар ауданын белгілеп көрсетіңіз, мысалы: В5:D8.
3. Сәйкестендіру
MS Excel-де кестеде қолданылатын таңбалар мен олардың анықтамаларын сәйкестендіру
Ұяшықтардағы мәліметтерді өсімі бойынша сұрыпттау
Ұяшықтарды біріктіру
Абсолютті ұяшыққа қойылатын белгі
Белгіленген ауданның қосындысын табу белгісі
Функция шеберін іске қосу
Ұяшықтардағы мәліметтерді кемуі бойынша сұрыпттау
Қазақстан халқының ұлттық құрамы (%)
Ұлттар
|
1926
|
1939
|
1959
|
1970
|
1979
|
1989
|
1999
|
2009
|
Қазақтар
|
57,1
|
38
|
30
|
32,6
|
36
|
39,4
|
50,7
|
63,3
|
Орыстар, украиндар, белорустар
|
33,1
|
51,5
|
52,1
|
51,1
|
48,1
|
44,3
|
37,7
|
23,3
|
Басқа ұлттар
|
9,9
|
10,5
|
17,9
|
16,3
|
15,9
|
16,3
|
11,6
|
13,1
|
ЕхсеІ-де түрлі мәліметтерді кестеде көруге болады. Енді осы мәліметтерді көрнекі бейнелеп, салыстырмалы түрінде көруімізге болады. Сонымен біздің бүгінгі өтетін сабағымыз ЕхсеІ-де диаграммалар тұрғызу.
IІІ. Жаңа сабақты түсiндiру
MS Excel-дің графиктік мүмкіндіктері
ЕхсеІ программасындағы диаграмма терминi сандық мәлiметтердiң графиктiк түрде бейнеленуiнiң барлық жағын қамтиды. Графиктiк бейнелеу берiлген мәлiметтер қатары негiзiнде құрылады. Берілген мәлiметтерi бар жеке алынған жол немесе бағаннан тұратын ұяшықтар тобы мәлiметтер қатарын құрайды. Бiр диаграммада бiрнеше мәлiметтер қатарын бейнелеуге болады. Диаграмма деп жұмыс кiтабының бiр парағына енгiзiлген графиктiк объектiнi айтады. Ол мәлiметтер тұрған парақта немесе кез-келген басқа парақта орналасуы мүмкiн. Диаграмма өзi тұрызылған мәлiметтермен әрқашан тығыз байланыста болады. Егер бұл мәлiметтер жаңартылатын болса, диаграмма да автоматты түрде соған сәйкес өзгередi.
MS Excel программасында диаграмма тұрғызу үшiн Вставка(Енгізу) Диаграмма… әрекеттерін орындау арқылы немесе диаграмма шеберi (Мастер диаграмм) қолданылады. Ол Стандартты аспаптар панелiнде орналасқан диаграмма шеберi батырмасының көмегiмен iске қосылады. Әдетте диаграмманы тұрғызар алдында мәлiметтер орналасқан аймақты ерекшелеп алады немесе бұл мәлiметтердi диаграмма шеберiнiң жұмыс барысында да енгiзуге болады.
Диаграмма шеберінің жұмысы төрт қадамнан тұрады.
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)
Достарыңызбен бөлісу: |