<p style="margin-left:0in;"><span style="color:black;">You should spend about 20 minutes on this task.</span></p><p style="margin-left:0in;"><span style="color:black;"><strong>The charts below show the percentage of their food budget the average family spent on restaurant meals in different years. The graph shows the number of meals eaten in fast food restaurants and sit-down restaurants.</strong></span></p><p style="margin-left:0in;"><span style="color:black;">You should write at least 150 words.</span><br><br><span style="color:black;">Give reasons for your answer and include any relevant examples from your own knowledge or experience.</span></p><p style="margin-left:0in;text-align:center;"><span style="color:#333333;"><img 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" alt="IELTS Writing Task 1"></span><br><span style="color:#333333;"><img src="data:image/png;base64,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" alt="IELTS"></span></p>
Lecture Type
Bài tập về nhà
code
IEWRT1
Grades
Created by
67a05491-de65-4320-b529-3927e1ace93b
Subjects