- vypracování individuálního úkolu
(zadání na 2. tutoriálu, hodnocení ano/ne)
- online test z celého učiva (max. 3
pokusy, alespoň 60 % => návrh známky)
- kolokvium (možná změna známky +- 2
stupně)
Informace k testům:
K testu se dostanete prostřednictvím tohoto odkazu.
Podle počtu správných odpovědí Vám bude navržena známka. Níže uvedená tabulka nabízí přepočet bodů na známky:
![](data:image/png;base64,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)
Informace k průběhu kolokvia:
Kolokvium bude probíhat online formou přes MS Teams.
Na tématu/tématech zkoušky se domlouváte vy. To znamená následující postup:
- Přihlásíte se na konkrétní čas (vždy skupiny cca po 4-5).
- Pozveme vás na MS Teams (vždy v danou hodinu přihlášenou skupinu).
- Dostanete pár minut na volbu tématu.
- Potom na dané téma diskutujete.
- Až téma vyčerpáte (nebo se budete cítit vyčerpáni), přejdete na libovolné další téma.
- My diskusi pouze lehce usměrňujeme a dohlížíme na to, aby se účastnili opravdu všichni.
- V závěru navrhneme hodnocení.
Pozor: Během online zkoušky je třeba, abychom vás všechny viděli přes webkameru. Pokud je to pro někoho technický problém, dejte nám vědět a zajistím na dobu zkoušky notebook.
OKRUHY KE ZKOUŠCE (předběžné)
1. Vymezení neziskového sektoru, definice.
2. Teorie neziskových organizací.
3. Historie neziskového sektoru.
4. Mezinárodní komparace neziskového sektoru.
5. Legislativní vymezení (fundace, korporace - právní formy – k čemu která je, jak založíte spolek, atd.)
6. Datové zdroje o NNO.
7. Základy zdanění a účetnictví NNO.
8. Příjmy NNO (přímé, nepřímé, dotace, zakázky, dary,…, fundraising)
9. Lidské zdroje (zaměstnanci a dobrovolníci).
10. Filantropie a dárcovství.
11. Marketing NNO.
12. Sociální ekonomika a sociální podnikání.
13. Řízení NNO.
Je to jen orientační, můžeme zkoušet vše, k čemu jsou v ISu zdroje.