The resultant of two vectors exceed is
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An extreme example will be the resultant (sum) of two vectors which are equal in magnitude but oppositely directed. Now you also can consider two vectors which make an angle of say 150° or 160° with each other. If one of them is not too small in magnitude, you are likely to obtain a resultant whose magnitude is less than those of the summands.
P.S.: The question is framed dubiously. You cannot compare two vectors; you can only compare their magnitudes. So it should have been 'less than those of the two vectors'.
P.S.: The question is framed dubiously. You cannot compare two vectors; you can only compare their magnitudes. So it should have been 'less than those of the two vectors'.
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