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Question
Point X is North of point Y , which is East of point Z. To which direction is point X with respect to point Z ?
South-West
South-East
North-East
North-West
none of them
ANSWER : 1
Descrption
<h4 style="margin-left:!important;">Q. Point X is North of point Y , which is East of point Z. To which direction is point X with respect to point Z ?</h4><p style="margin-left:!important;"><br>প্রশ্নে, <strong>Z</strong> এর সাপেক্ষে <strong>X</strong> কোথায় অবস্থান করছে, সেটা জানতে চাওয়া হয়েছে।<br>Follow the diagram:<br> </p><figure class="image image_resized" style="width:36.45%;"><img src="data:image/png;base64,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"></figure>
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