Showing
1 - 5
results of
5
for search '
'
Skip to content
|
Your Account
Log Out
Login
Language
English
Deutsch
Español
Italiano
Metadata search
Full-text search
All Fields
Title
Author
Subject
Call Number
ISBN/ISSN
Tag
Find
Advanced
Reset Filters
Document Type:
Teaching Aids
School Subject (according to ISCED):
03 - Social sciences, journalism and information/031 - Social and behavioural sciences/0312 - Political sciences and civics
Series:
Bergedorfer Unterrichtsideen
Reset Filters
Show filters (3)
Document Type:
Teaching Aids
School Subject (according to ISCED):
03 - Social sciences, journalism and information/031 - Social and behavioural sciences/0312 - Political sciences and civics
Series:
Bergedorfer Unterrichtsideen
Showing
1
-
5
of
5
for search:
''
, query time: 0.08s
List
Statistics
Sort
Relevance
Year of publication, descending
Year of publication, ascending
Author
Title
Date of registration, descending
Date of registration, ascending
Modification date, descending
Modification date, ascending
Select Page
Select all results
with selected:
Email
Export
Print
Save
Select result number 1
1
Unterrichtseinstiege Politik [7. - 10. Klasse]
by
Meyer, Rudolf
Published
Hamburg
:
Persen Verl., AAP Lehrerfachverl.
,
2013
Edition:
1. Aufl.
Series
Bergedorfer Unterrichtsideen
Unterrichtseinstiege
Catalogue:
GEI
Call Number: SD-V 432(1,2013)1
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 2
2
Medienkompetenz entwickeln: Mediensucht 5. - 10. Klasse
by
Strauf, Heinz
Published
Hamburg
:
Persen
,
2015
Edition:
1. Auflage
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: SC-V 112(1,2015)
Format:
Book
Get full text
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 3
3
Menschenrechte Arbeitsmaterialien für den Politikunterricht am Gymnasium ; 9./10. Klasse
by
Meyer, Rudolf
Published
Hamburg
:
Persen Verl., AAP Lehrerfachverl.
,
2014
Edition:
1. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: SDG-V 67(1,2014)
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Auch als digitales Unterrichtsmaterial erschienen
Saved in:
Select result number 4
4
Politik ganz einfach und klar: Wahlen
by
Barsch, Sebastian 1975-
Published
Buxtehude
:
Persen
,
2010
Edition:
1. Auflage
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: SG-V 36(1,2010)
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
School Type:
Sonderpädagogische Schulform: Special school/school catering for pupils with learning difficulties and other special needs
Country of Use:
Germany
Observations
Literaturverzeichnis: Seite 94
"Sonderpädagogische Förderung", "8./9. Klasse" - Umschlag
Hier auch später erschienene, unveränderte Nachdrucke
Saved in:
Select result number 5
5
Fossile und erneuerbare Energien Ressourcen, Umwelt, Technik ; [8. - 10. Klasse]
by
Eggert, Jens
Published
Buxtehude
:
Persen
,
2011
Edition:
2. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: GD-V 364(2,2011)1
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select Page
Select all results
with selected:
Email
Export
Print
Save
Search Tools:
Get RSS Feed
—
Email this Search
—
Save Search
Catalogue
AND
AND
OR
Please enable JavaScript.
Country of Use
OR
AND
OR
Please enable JavaScript.
Language
OR
AND
OR
German language
5
[exclude]
School Subject (according to ISCED)
AND
AND
OR
Please enable JavaScript.
Level of Education
OR
AND
OR
ISCED 2 - Lower secondary level
5
[exclude]
Document Type
AND
AND
OR
Teaching Aids
Task Collection
1
[exclude]
Format
OR
AND
OR
Book
5
[exclude]
Year of Publication
AND
AND
OR
From:
To:
×
Loading...
![Unterrichtseinstiege Politik [7. - 10. Klasse]](data:image/jpg;base64,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)
![Fossile und erneuerbare Energien Ressourcen, Umwelt, Technik ; [8. - 10. Klasse]](data:image/jpg;base64,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)