Hej igen sony
1. Markera ett område om c:a 10 rader och 6 kolumner, tryck ctrl + T, och klicka ok på popuprutorna. Ersätt därefter rubrikerna med dina egna.
2. I första cellen under rubriken total kostnad ska du skriva en formel. Så fort excel ska utföra en beräkning så börjar man med =.
Du skriver därmed ett = och därefter klickar du på första cellen under rubriken Inköp, därefter ett plustecken följt av ett klick i första cellen för Utgifter. När detta är gjort ska det se ut som nedan, =[@Inköp]+[@Utgifter]. Då kan du trycka enter.
![](data:image/png;base64,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)
Därefter gör du liknande under rubriken vinst., där ska den färdiga formeln bli: =[@[Total kostnad]]-[@Budget]
mvh
Christian