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Vizsgafelkészítő kurzusok
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Tantermi és távoktatásos képzések
Egy vállalkozás nyitómérlegének adatai az alábbiak:
![Mérlegképes tanoncok oldala mérlegséma](data:image/svg+xml,%3Csvg%20xmlns%3D%27http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%27%20width%3D%27664%27%20height%3D%27273%27%20viewBox%3D%270%200%20664%20273%27%3E%3Crect%20width%3D%27664%27%20height%3D%273273%27%20fill-opacity%3D%220%22%2F%3E%3C%2Fsvg%3E) |
Nyitó mérleg |
Gazdasági események (e Ft-ban):
1. Alapanyagot vásároltak későbbi fizetési határidővel. A számla végösszege 1 200 Ft.
2. Vevőkkel szemben fennálló követelésükből befolyt 700 Ft. A bank értesítése megérkezett.
3. Hosszú lejáratú hitelből törlesztettek 1 300 Ft-ot, a bank értesítése megétkezett.
4. Pénzt vettek fel a dolgozókkal szembeni kötelezettség kifizetésére.
5. Kifizették a dolgozók munkabérét.
6. Megérkezett a bank értesítése a TBK. És az adótartozás teljesítéséről.
7. Az 1. pontban vásárolt alapanyag hibás, ezért visszaküldték a 10 %-át.
8. Összes szállítói tartozásuk 1/4-ét átutalták. A bank terhelési értesítése megérkezett.
9. Hosszú lejáratú hitelt törlesztettek rövid lejáratú hitelből. Összege 900 Ft.
10. Munkavállalók befizettek készpénzben 300 Ft-ot.
Feladat:
1. Határozzuk meg a vállalkozás vagyonának hiányzó adatait.
2. Az alább található mérlegbe írjuk be a gazdasági események vagyonra gyakorolt hatásait.
3. Írjuk be a második táblázatba a gazdasági események vagyonra gyakorolt hatását, valamint, hogy az adott gazdasági esemény milyen típusba tartozik.
![Pénzügyi számviteli ügyintéző magántanár](data:image/png;base64,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) 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Megoldás:
![mérlegképes könyvelő képzés gazdasági 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) 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Feladat megoldása |
1. Alapanyagot vásároltak későbbi fizetési határidővel. A számla végösszege 1 200 Ft.
– Egyfelől nő az alapanyagaink értéke, másfelől, miután későbbi fizetési határidővel vásároltuk (vagyis még nem fizettük ki), nő a tartozásunk az eladó felé (akit szakmai szóval szállítónak nevezünk)
2. Vevőkkel szemben fennálló követelésükből befolyt 700 Ft. A bank értesítése megérkezett.
-Január 1-jén 1500 Ft előző évekből származó vevővel szembeni követeléssel kezdtük az évet. Ebből fognak kiegyenlíteni 700 Ft-ot. Miután bankszámlánkba érkezett az összeg, ezért az nőni fog. Miután a vevőnk rendezte az összeget, a vele szembeni követelésünk csökken.
3. Hosszú lejáratú hitelből törlesztettek 1 300 Ft-ot, a bank értesítése megétkezett.
Hitelt törlesztünk, ezért a hitelállományunk csökken. Bankból utaljuk az összeget, ezért az is csökken
4. Pénzt vettek fel a dolgozókkal szembeni kötelezettség kifizetésére.
Összefügg a következő ponttal. Itt egyenlőre csak felvesszük a bérfizetéshez szükséges készpénzt, vagyis a pénztárunk nő. Bankból vesszük ki, tehát az csökken. Összeg: amennyi a kifizetendő munkabér, amelyet a jövedelemelszámoláson találunk (600 Ft)
5. Kifizették a dolgozók munkabérét.
Befejezzük az előző pontot. Az előbb készpénzben vettük fel az összeget, most kifizetjük a pénztárból (csökken). Miután kifizettük a bért, a munkabértartozásunk (jövedelemelszámolás) is csökken
6. Megérkezett a bank értesítése a TBK. és az adótartozás teljesítéséről.
Két dolgot utalunk egyszerre. a TB kötelezettségünk és az adótartozásunk csökken a nyitóértékkel, és a Bankszámlánk is csökken.
7. Az 1. pontban vásárolt alapanyag hibás, ezért visszaküldték a 10 %-át.
Az 1. pontban növeltük az alapanyagok és a szállítói tartozás értékét. Ha visszaküldünk, az pont a fordítottja lesz. Csökken az alapanyagunk, és miután még mindig nem fizettük ki a szállítói tartozásunkat, így az is csökkenni fog.
8. Összes szállítói tartozásuk 1/4-ét átutalták. A bank terhelési értesítése megérkezett.
Csökken a szállítói tartozásunk, és csökken a bankban lévő pénzünk
9. Hosszú lejáratú hitelt törlesztettek rövid lejáratú hitelből. Összege 900 Ft.
A hosszú lejáratú hitelünk törlesztésre kerül, vagyis csökken. Nem bankból fizetjük, hanem egy újabb hitelből (toldozunk-foltozunk, mint a magyar költségvetés), amit majd később vissza kell fizetnünk. Az új rövid lejáratú hitelállományunk ezért nő.
10. Munkavállalók befizettek készpénzben 300 Ft-ot.
Nő a pénztárunk, és lecsökken a munkavállalókkal szembeni követelésünk, hiszen rendezték a tartozásukat.
Ha a fenti megoldás kilóg a monitorodról, akkor itt van szem guvvasztásos méretben:
![alapvető gazdasági események számvitel alapjai](data:image/png;base64,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) 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Kapcsolódó bejegyzések
Alapvető gazdasági események (elmélet)
Alapvető gazdasági események (egyszerű feladat)
Alapvető gazdasági események (itt vagy most)
Könyvviteli számla (elmélet)
Könyvelési tétel szerkesztése: T-K (elmélet)
Könyvelési tétel szerkesztése (30 példa)
Nyitástól zárásig (elmélet)
Nyitástól zárásig (feladat)
Nyitástól zárásig (feladat csak regisztrált tagoknak, e-mailben)
Ha másoknak is ajánlanád az oldal, kérlek nyomd meg a tetszik gombot!
(Persze a többit is :-)
És ezt én írtam!
De jó feladat ez is! :)
Üdv.: Jucus
Kiszámolod az eszközök összesen sort. Ezzel megegyezik a források összesen. Ebből levonod az ismert forráselemeket.
Kedves Norbert!
A 6200-as Jegyzett tőke miből adódik össze?
Köszönöm!
3600+1200-120/4=1170
A nyitót elírtam, nem 1 600, hanem 3600 a jó
én egy dolgot nem értettem meg, hogyan jött ki 1170 szállítókkal szembeni tartozás törlesztése, amely mértéke 1/4-e. melyik összegnek a negyede?
Az eszköz oldalt, ha összeadom, nem 21.000 jön ki , hanem 20.640. Mit csinálok rosszul?
Igen, ezek az alapok. Amikor ezt olvasod, még elvileg nem hallottál sem a T-K-ről, sem a számlaszámokról, sem pedig az áfáról.
Ezen Te már túl vagy a jelek szerint. Egyébként természetesen a végleges megoldás az, amit írtál, de itt most még nem kell.
Kedves Norbert!
E feladat 1.pont és a 7.pont ÁFA nélküli?
(a)T211-K454 és b) T466-K454) v.küldés pont fordítva a 7.pontnál (T454-K211 és T454-K466)
Köszönöm.