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Point PC 4,-1) In 2D, For the P and sketcy and label with Components the corresponding position vector (also called radius vector) 2. Sketch its

Point PC 4,-1) In 2D, For the P and sketcy and label with Components the corresponding position vector (also called radius vector) 2. Sketch its

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 45E
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13) Given the 20 at vector. ² = <3, -1> APPLY the point T(2, 4) in 2D Label the vector 27, and the endpoint w of this with its coordinates. and 21 representative of 2V 14) In 20 Point PC 4, -1) For the Sketch P sketcy and label with it s components the corresponding position rector (also called radic radius vector) 2. 15) Given the points; P (-1,5), Q (3,4), a) Find 2 distance (carb), (x,x)) = √√(x-a)² + (x-6) ² the distance between Pand Q using the components 6) use the ✓² = PQ² = <V₁, V₂> to find 10²³²1 = √√√√²²² + √₂² of the vector its length
Transcribed Image Text:13) Given the 20 at vector. ² = <3, -1> APPLY the point T(2, 4) in 2D Label the vector 27, and the endpoint w of this with its coordinates. and 21 representative of 2V 14) In 20 Point PC 4, -1) For the Sketch P sketcy and label with it s components the corresponding position rector (also called radic radius vector) 2. 15) Given the points; P (-1,5), Q (3,4), a) Find 2 distance (carb), (x,x)) = √√(x-a)² + (x-6) ² the distance between Pand Q using the components 6) use the ✓² = PQ² = <V₁, V₂> to find 10²³²1 = √√√√²²² + √₂² of the vector its length
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