Imagine you are studying English at a language school in an English-speaking country.
Write an email about 100 words to a friend at home. Use the plan to help you.
Paragraph 1: Describe the place where you are studying and describe some of the other students.
Paragraph 2: Say which things are similar.
Paragraph 3: Say which things are different.
refer
paragraph 1 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)
refer
paragraph 2
https://www.macmillandictionary.com/thesaurus-category/british/to-be-similar-to-or-the-same-as-something-or-someone