Cambridge Checkpoint English Teacher's Resource 7 (Cambridge International Examinations) Marian Cox » holypet.ru

Book Description. This Teacher's Resource CD-ROM for Stage 7 includes essential teaching guidance, including lesson plans and unit overviews, as well as answers to the Coursebook and Workbook questions to help with assessment. A selection of worksheets and handouts offers ideas for further activities and differentiation, and PowerPoint presentations and PDFs of selected texts from the. Nov 30, 2012 · This lively, colourful coursebook for Stage 7 includes activities to develop Reading and Writing skills, with integrated Speaking and Listening tasks. It contains 12 themed units with a full range of stimulus materials, including a balance of fiction and non-fiction texts from around the world. Read more. Cambridge Checkpoint English Teacher's Resource 7 Cambridge International Examinations 1st Edition by Author: Marian Cox CD, Published 2012: ISBN-10: 1-107-60724-8 / 1107607248 ISBN-13: 978-1-107-60724-8 / 9781107607248: Need it Fast? 2 day shipping options The Cambridge Checkpoint English suite provides a comprehensive, structured resource which covers th. Nov 30, 2012 · Description or summary of the book: The Cambridge Checkpoint English suite provides a comprehensive, structured resource which covers the Secondary 1 framework for English and seamlessly progresses into the next key stage covered by our Cambridge IGCSE R First Language English series. This lively, colourful coursebook for Stage 7 includes. Grade 6,7 & 8 language & literature classes follow sets of Cambridge text books streamlined to competencies [Descriptive, Narrative, Augmentative Essays, Inferential & Literal Comprehension Questions] tested in Cambridge OL: Cambridge Checkpoint & Beyond 7,8,9 used at OKI; Collins Cambridge Checkpoint English 7,8 & 9 used at Gateway; Cambridge.

Cambridge Checkpoint English Teacher's Resource 7 Cambridge International Examinations: Amazon.: Cox, Marian: 9781107607248: Books. £63.13. RRP: £78.90. You Save: £15.77 20%. Part of the Cambridge Checkpoint English English as a First Language series, a comprehensive, structured resource which covers the full Secondary 1 framework and seamlessly progresses into the next key stage. This skill-building, write-in Workbook for Stage 7 is designed to support students learning and provide extra language tasks and reading and writing skills development, including.

Feb 25, 2013 · Cambridge Checkpoint English Workbook 7 matches the requirements of stage 7 of the revised Cambridge Secondary 1 curriculum framework. It is endorsed by Cambridge International Examinations for use.</plaintext></p><img 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" alt="Cambridge Checkpoint English Teacher's Resource 7 (Cambridge International Examinations) Marian Cox" title="Cambridge Checkpoint English Teacher's Resource 7 (Cambridge International Examinations) Marian Cox" width="455"/> <p>Cambridge Checkpoint English Workbook 7 Cambridge International Examinations [Marian Cox] on Amazon Marian cox cambridge checkpoint english workbook 7 answers. com. 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