Гистограмма
![](data:image/png;base64,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)
С ақиналық диаграмма
К онустық диаграмма
Көлемдік гистограмма
(әрбір диаграмма Excel кестелік процессорында құрылып түсіндіріледі)
Excel-де диаграммаларды екі түрлі жолмен: ағымдағы жұмыс бетіне кірістіру және диаграмма бетін қосу арқылы орындауға болады.
Достарыңызбен бөлісу: |