Hej, en newbie med ambitioner för Excel här. Jag är en glad ammatör som inte riktigt kommit in i Excel ännu. Jag kan villkors formatera celler och enklare formler men har tagit mig vatten över huvudet med mitt nya projekt som sannolikt innebär formler och kombinationer därav som jag ännu inte behärskar.
Jag har försökt kombinera VÄXLA, LETARAD och OMFEL för att kunna hämta data på en flik baserat på ett ursprungsvärde på en annan flik.
(jag är nog lite ofärdig i mina funderingar för jag har två flikar till som ska inkluderas i resultat på något sätt 2023, 2024, men om jag koncentrerar mig på 2022 för nu, så kanske det mer är en presentationsproblematik senare...kanske en mätningsflik per år)
Avseende 2022, I cell C11 (X-et) på fliken "Mätningar" tänker jag en formel som ska ge resultat baserat på:
Vad som än står i B11 (Mätningar) ska letas upp på fliken "IR 2022 NY" i kolumn B.
- Om företeelsen i B11 inte finns ska "Ej inplanerad" noteras vid X-et i C11.
- Om företeelsen i B11 finns är tanken att jämförelse med kolumn C (IR 2022 NY) ska göras för att se om ordet "JA" är noterat på samma rad som företeelsen i B11. Är det ett "JA" noterat ska resultatet "Genomförd" synas vid X-et i C11.
- Om företeelsen i B11 finns är tanken att jämförelse med kolumn C (IR 2022 NY) ska göras för att se om ordet "JA" är noterat på samma rad som företeelsen i B11. Är det inte ett "JA" noterat ska resultatet "Ej Genomförd" synas vid X-et i C11.
Så i detta exempel skulle formeln generera i:
Cell C11 ett - "Ej genomförd" då JA saknas i kolumn C på fliken "IR 2022 NY".
Cell C12 ett - "Genomförd" då både företeelsen av innehållet i kolumn B12 på fliken "Mätningar" finnsi kolumn B på fliken "IR 2022NY" samt att ett "JA" finns på samma rad i kolumn C.
Cell C19 - ett "Ej inplanerad" då företeelsen av innehållet i B19 på fliken "Mätningar" saknas i kolumn B på fliken "IR 2022 NY".
Dentänkta formeln i C11 ska genereras nedåt för kolumn C på fliken "Mätningar" (Tänker $B11...). Sen blir det en variant av denna formel i övriga kolumner på "Mätningar" för att leta efter 2-6 (blå cirkel). Det finner jag nog ut själv. Men jag verkar inte komma i mål med det första, kritiska formelmakandet ;)
Snälla finns det någon som kan peka mig rätt??
Patric.
Flik "Mätningar"
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)
Flik "IR 2022 NY"
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)