The dot product of two vectors in R* is defined by = x1y1 + x2Y2+ R...
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The dot product of two vectors in R* is defined by = x1y1 + x2Y2+ R³ perpendicular to . can be written in the form S+ t. 18 11 x1 22 x, and y = 11 2 [31 Y2 + nyn. The vectors and are called perpendicular if ý = 0. Any vector in . The dot product of two vectors in R* is defined by = x1y1 + x2Y2+ R³ perpendicular to . can be written in the form S+ t. 18 11 x1 22 x, and y = 11 2 [31 Y2 + nyn. The vectors and are called perpendicular if ý = 0. Any vector in .
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V1 B 2 Now if this vector is perpendicular V3 to y 2 implies 7 ... View the full answer
Related Book For
Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
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