1) For the points P1 (7,5,2) and P2 (8,4,3), find the direction of the vector P1P2 and the midpoint of line segment P1P2. The direction of the vector P1P2 is __i + __j + __k (Type exact answers, using radicals as needed.)

1) For the points P1 (7,5,2) and P2 (8,4,3), find the direction of the vector P1P2 and the midpoint of line segment P1P2. The direction of the vector P1P2 is i + j + __k (Type exact answers, using radicals as needed.)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter11: Topics From Analytic Geometry

Section11.1: Parabolas

Problem 36E

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Question

#1) For the points P₁ (7,5,2) and P₂ (8,4,3), find the direction of the vector P₁P₂ and the midpoint of line segment P₁P₂. The direction of the vector P₁P₂ is i + j + __k (Type exact answers, using radicals as needed.)

#2) If AB = I + 7j − 3k and B is the point (9, 5, 3), find A. The point A is (_,_,___)

Quantities that have magnitude and direction but not position. Some examples of vectors are velocity, displacement, acceleration, and force. They are sometimes called Euclidean or spatial vectors.

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1) For the points P1 (7,5,2) and P2 (8,4,3)​, find the direction of the vector P1P2 and the midpoint of line segment P1P2. The direction of the vector P1P2 is __i + __j + __k ​(Type exact​ answers, using radicals as​ needed.)

#1) For the points P1 (7,5,2) and P2 (8,4,3)​, find the direction of the vector P1P2 and the midpoint of line segment P1P2. The direction of the vector P1P2 is __i + __j + __k ​(Type exact​ answers, using radicals as​ needed.)

#2) If AB = I + 7j − 3k and B is the point (9, 5, 3)​, find A. The point A is (___,___,___)

1) For the points P1 (7,5,2) and P2 (8,4,3), find the direction of the vector P1P2 and the midpoint of line segment P1P2. The direction of the vector P1P2 is i + j + __k (Type exact answers, using radicals as needed.)

#1) For the points P₁ (7,5,2) and P₂ (8,4,3), find the direction of the vector P₁P₂ and the midpoint of line segment P₁P₂. The direction of the vector P₁P₂ is i + j + __k (Type exact answers, using radicals as needed.)

#2) If AB = I + 7j − 3k and B is the point (9, 5, 3), find A. The point A is (_,_,___)