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The vector sum of the forces of 10N and 6N is

Answer» Question:\xa0The vector sum of the forces of 10N and 6N can be(a) 2N(b) 8N(c) 18N\xa0(d) 20NMaximum resultant of vectors = 10 + 6 = 16 NMinimum resultant of vectors = 10 - 6 = 4 NForce should lie in between maximum and minimum resultant of vectors.The force must lie between the range of maximum and minimum resultant of these vectors .In option (a) , 2N ‹ 4N\xa0In option (b), 4N ‹8N ‹16N , it lies between the range So, this is correct answer.\xa0In option (c) 18N › 16N\xa0In option (d) 20N›16N\xa0Hence, option (b) is correct.\xa0


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