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Show that the vectors J = 15,8> & ~= (16-10 > (think perpendicular) to each other. are orthogonal

Show that the vectors J = 15,8> & ~= (16-10 > (think perpendicular) to each other. are orthogonal

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.5: The Binomial Theorem
Problem 16E
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€ (2 Cos A à B Consider =<6,-3 > & w = <-4,8> 26,-3) (-4,82 020 (154 √6²4 (-33³²√√(-452²4 8² V.W 120/11/ J C 6(-4)+(-3) (8) J45 80 -५४ 3√5,455 : ad llat -4311 Find angle the two 12(5) -डे between vectors 0-(05¹ (-)243.13" Snow that the vectors J = 15,87 & ~= (16-10> are orthogonal (think perpendicular) to each other.
Transcribed Image Text:€ (2 Cos A à B Consider =<6,-3 > & w = <-4,8> 26,-3) (-4,82 020 (154 √6²4 (-33³²√√(-452²4 8² V.W 120/11/ J C 6(-4)+(-3) (8) J45 80 -५४ 3√5,455 : ad llat -4311 Find angle the two 12(5) -डे between vectors 0-(05¹ (-)243.13" Snow that the vectors J = 15,87 & ~= (16-10> are orthogonal (think perpendicular) to each other.
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