Let a B C be a nonzero vector w = A / (the absolute value of a) + B / (the absolute value of B) + C / (the absolute value of C), then the value range of the absolute value of W is Let a B C be a nonzero vector w = A / (absolute value of a) + B / (absolute value of B) + C / (absolute value of C) The range of absolute value of W is
From trigonometric inequality we have
|w| = | a/|a| + b/|b|+c/|c| |
RELATED INFORMATIONS
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- 2. The product of all natural numbers with absolute value less than 5 is ()
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