Pie chart - Foundation

Submitted by api on Tue, 05/06/2025 - 15:39

<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 US spending patterns between 1966 and 1996.</strong></span><br><br><span style="color:black;"><strong>Write a report for a university lecturer describing the information below.</strong></span></p><p style="margin-left:0in;"><span style="color:black;">Write at least 150 words.</span></p><p style="margin-left:0in;text-align:center;"><span style="color:#333333;"><img 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" alt="IELTS Writing Sample"></span></p><p style="margin-left:0in;text-align:center;"><span style="color:#333333;"><img src="data:image/png;base64,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" alt="IELTS Writing Sample"></span></p><p>&nbsp;</p>

Lecture Type
Bài tập về nhà
code
IEWRT1
Grades
Created by
67a05491-de65-4320-b529-3927e1ace93b
Subjects