322. С2 ұяшығындағы нәтиже неге тең?
А. 0
В. 25
С. 50
D. 75*
323. Абсолюттік және салыстырмалы сілтемеде жазылған С1 ұяшығындағы формула С2 ұяшығына көшірілгеннен кейін қандай түрге келтіріледі?
А . = А2*$В$2
В. = А1*$В$2
С. = A 2*$B$1*
D. = A1*$B$1
324. С2 ұяшығындағы нәтиже неге тең?
А![](data:image/png;base64,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) . 75
В.150*
С. 50
D. 0
325. Абсолюттік және салыстырмалы сілтемеде жазылған С1 ұяшығындағы формула С2 ұяшығына көшірілгеннен кейін қандай түрге келтіріледі?
А. = А2+$В$2
В. = А1+$В$2
С. = A 2+$B$1*
D. = A1+$B$1
326. Формула мен сандардан құралған электрондық кестенің үзіндісі келтірілген. Екі мен үшінші жолдар аралығына мәндер қойғаннан кейін D6 ұяшығы неге тең болады?
|
В
|
С
|
D
|
2
|
5
|
2
|
1
|
3
|
6
|
8
|
3
|
4
|
8
|
3
|
4
|
5
|
|
|
= СУММ(В2:D4)
|
Достарыңызбен бөлісу: |