Aus Online Mathematik Brückenkurs 1

Version vom 07:49, 22. Apr. 2008 (bearbeiten) Tek (Diskussion | Beiträge) ← Zum vorherigen Versionsunterschied		Version vom 10:23, 17. Jul. 2008 (bearbeiten) (rückgängig) Ian (Diskussion | Beiträge) Zum nächsten Versionsunterschied →
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-	== Så här lyckas du med inlämningsuppgift och gruppövning ==	+	== How To do well with the assignment and the group project ==
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-	När du fått alla rätt på både grundprov och slutprov, så ska du gå vidare och arbeta med en inlämningsuppgift. I "Student Lounge" under länk examination kommer du hitta din inlämningsuppgift.	+	When you have answered correctly all questions in both the basic and the final test you should move on and work with an individual assignment. A link to this is to be found in the "Student Lounge."
-	När du skickat in din inlämningsuppgift kommer du automatiskt att bli grupperad med tre andra studenter i kursen som nyligen har skickat in sina inlämningsuppgifter och ni får tillsammans ett grupprum. Där kan ni se varandras inlämningsuppgifter och ni får dessutom tillgång till ett eget diskussionsforum.	+	When you submit your assignment, you will automatically be grouped together with three other students in the class who have recently submitted their assignments and will constitute a group. Within this group you can see one another' s assignments and the group will have access to its own discussion forum.
-	Gruppuppgiften går ut på att diskutera varandras lösningar på de olika uppgifterna och tillsammans komma fram till en "bästa" förbättrad lösning på samtliga uppgifter. Det är dessa "bästa" lösningar som utgör er gruppinlämning, tillsammans med en redogörelse för hur var och en har jobbat för att komma fram till lösningarna.	+	The group's task is to review all the members' individual submissions and then agree on a common 'best' solution to each of the individual projects. The group will then make a joint submission and it is these solutions that constitute the solution to the group project, together with an account of the contributions to the final solutions of each member of the group.
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-	Här är målet att man i gruppen ska diskutera matematik, ställa frågor på sådant man tycker är oklart i de olika lösningarna, förklara hur man själv har tänkt, svara på inlägg från de övriga gruppdeltagarna och hjälpa till att sammanställa. När gruppen är nöjd så lämnar ni in er gruppinlämning, som blir bedömd och kommenterad av en lärare. Läraren kommunicerar med hela gruppen, och om det är något gruppen har missat så har man möjlighet att göra nya gruppinlämningar tills allt är klart och godkänt.	+	The objective here is that the group discusses mathematics, ask questions about points that is not clear in the various solutions, explain how they themselves have reasoned, answer messages from the other group members and help in the final compilation. When the group is satisfied it will then make a joint submission and it is these solutions that are reviewed and commented on by the teacher. The teacher communicates with the entire group, and if there is anything the group has missed one has the opportunity to make new group submission until everything is satisfactory and can be approved.
-	För att bli godkänd på gruppuppgiften måste du delta aktivt, t.ex. genom att ställa frågor och hjälpa till att arbeta fram förslag på gruppinlämning. Den individuella inlämningen behöver inte vara perfekt, utan det är i gruppen som de slutliga lösningarna färdigställs. Kör ni fast, eller blir osäkra på något, kan ni alltid ställa frågor till lärarna och få vägledning. Vårt mål är att alla ska klara allting i den här kursen - och att ni ska känna att ni kommer riktigt väl förberedda till era högskolestudier.	+	To pass the group project you need to participate actively, such as, for example, by asking questions and helping with work on the joint final submission. The individual submissions do not have to be perfect as it is within the group that the final solutions are worked out. If you get stuck, or are uncertain of something, you can always send a question to the teachers and receive help. Our goal is for everyone to pass all parts of the course - and that you should feel that you are well prepared for your university studies.

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Version vom 10:23, 17. Jul. 2008

How To do well with the assignment and the group project

When you have answered correctly all questions in both the basic and the final test you should move on and work with an individual assignment. A link to this is to be found in the "Student Lounge."

When you submit your assignment, you will automatically be grouped together with three other students in the class who have recently submitted their assignments and will constitute a group. Within this group you can see one another' s assignments and the group will have access to its own discussion forum.

The group's task is to review all the members' individual submissions and then agree on a common 'best' solution to each of the individual projects. The group will then make a joint submission and it is these solutions that constitute the solution to the group project, together with an account of the contributions to the final solutions of each member of the group.

The objective here is that the group discusses mathematics, ask questions about points that is not clear in the various solutions, explain how they themselves have reasoned, answer messages from the other group members and help in the final compilation. When the group is satisfied it will then make a joint submission and it is these solutions that are reviewed and commented on by the teacher. The teacher communicates with the entire group, and if there is anything the group has missed one has the opportunity to make new group submission until everything is satisfactory and can be approved.

To pass the group project you need to participate actively, such as, for example, by asking questions and helping with work on the joint final submission. The individual submissions do not have to be perfect as it is within the group that the final solutions are worked out. If you get stuck, or are uncertain of something, you can always send a question to the teachers and receive help. Our goal is for everyone to pass all parts of the course - and that you should feel that you are well prepared for your university studies.