<p style="margin-left:0in;"><span style="color:black;"><strong>Write a report for a university lecturer describing the information in the two graphs below.</strong></span></p><ul style="list-style-type:disc;"><li><strong>You should write at least 150 words.</strong></li><li><strong>Allow yourself 20 minutes for this task.</strong></li></ul><p style="margin-left:0in;text-align:center;"><span style="color:black;"><img 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" alt="IELTS Writing Sample"></span></p><p style="margin-left:0in;text-align:center;"><span style="color:black;"><img src="data:image/png;base64,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" alt="IELTS Writing Sample"></span></p><h2 style="margin-left:0in;text-align:center;"> </h2>
Lecture Type
Bài học
code
IEWRT1
Grades
Created by
67a05491-de65-4320-b529-3927e1ace93b
Subjects