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 One rectangle having shorter side is 2m and is fold along the line joining the midpoint of the longer side. the ratio of longer and shorter side in both new and old rectangle remains same than what was the length of longer side in new rectangle............. a) √2 b) 2√2 c) 2 d) none of these (ITC Infotech Question) Asked by reeju banerjeeCompile Program
 ramesh   Consider the side of the rectangle be x and 2 initially. After folding along the mid point of the longer side we have side as x/2,2. The ratio of longer side to short side in first is 2/x. After fold it may be 2/(x/2) or (x/2)/2 [Because we cant make out clearly if 2 or x/2 is the longer side in the new rectangle formed.] In one case upon equation x becomes zero which is not possible. Hence we consider the other equation alone, 2/x = (x/2)/2 --> x² = 8; x = 2√2 7 years ago
 Atul Priya Baranwal   very nice ramesh 6 years ago
 mousumi roy   yes the ans is b)2\/2 6 years ago
 Dibyendu   x is the length of the old rectangle and x/2 is for new rectangle. so, x/2=2V2/2=V2=1.414 So,the longer side of the new rectangle is 2 and the ans is c) 2 6 years ago
 monalisa parveen   ans is c)2 5 years ago
 Ishu Jain   2 is correct 5 years ago
 pragya priyadarshini   very nice ramesh 4 years ago
 akshaya   what is the exact ans 3 years ago