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Emne lukketHvordan opsætter jeg og læser fra vedhæftet tabel

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Medlem: 08.Feb.2023
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Direkte link til dette indlæg Emne: Hvordan opsætter jeg og læser fra vedhæftet tabel
    Sendt: 08.Feb.2023 kl. 09:43
Hejsa.

Har  i et forslag til, hvordan jeg nemmest opsætter følgende tabel i excel og læser fra den.
Jeg kender tallet vist med rød linje i bunden, her fra skal den skæringspunktet ved den grønne og blå streg og give mig to resultater. Det orange tal og der hvor den grønne linje rammer.
Eksempel. På denne er blå 20 og jeg aflæser følgende resultater 6 "grøn" og 170 "orange"

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Medlem: 08.Feb.2023
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Direkte link til dette indlæg Sendt: 08.Feb.2023 kl. 10:04
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Medlem: 04.Apr.2019
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Direkte link til dette indlæg Sendt: 09.Feb.2023 kl. 06:54
Jeg har svært ved at se, hvordan Excel kan være til hjælp her, eller i hvert fald til bedre hjælp end direkte aflæsning af grafen. Selvfølgelig kan du for en given x-værdi (vandret værdi) aflæse skæringspunktet på den diagonale linje og værdien på y-aksen (lodrette, venstre akse) og så sætte de værier op i tre kolonner i Excel, og så bagefter lbruge en opslagsfunktion i Excel, men vil det ikke være at gå over åen efter vand?

Er der en matematisk ligning for diagonallinjen og hvad er det for aksetyper (hverken lineære eller logaritmiske)?

Jeg er i tvivl om, om jeg fuldstændig har misforstået dit spørgsmål.
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Medlem: 20.Nov.2011
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Direkte link til dette indlæg Sendt: 09.Feb.2023 kl. 08:19
Husk, at trykke på [Tak], hvis du kan lide et indlæg.
Husk, at trykke på [Accepteret Svar], hvis du kan bruge et løsningsforslag.
Med venlig hilsen - Bjarne Hansen - Microsoft 365 DK
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Medlem: 04.Apr.2019
Land: Danmark
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Direkte link til dette indlæg Sendt: 09.Feb.2023 kl. 08:33
Ja det fandt jeg også ud af, men  jeg kan ikke se der står nogen nærmere forklaring.
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