Q:: The initial point of two vectors is A(4, 4, 2) and the terminal points are B(2, 6, 3) and C(0, 4, 5). Determine: 1. The vectors AB and AC, and the unit vector for AB and AC. 2. AB + AC, 2AB +3AC...


Q:: The initial point of two vectors is A(4, 4, 2) and the terminal points are B(2, 6, 3) and C(0, 4, 5).<br>Determine:<br>1. The vectors AB and AC, and the unit vector for AB and AC.<br>2. AB + AC, 2AB +3AC<br>3. AB AC, and the angle between the two vectors.<br>4. Normal vector to AB and AC, and the area of a triangle between these two vectors.<br>5. If V = 3i +8j - 5k, find the triple scalar product [AB x AC V.<br>6. The parametric equations for the line that passes through the point A and parallel to the vector<br>V = 31 + 8j - 5k.<br>

Extracted text: Q:: The initial point of two vectors is A(4, 4, 2) and the terminal points are B(2, 6, 3) and C(0, 4, 5). Determine: 1. The vectors AB and AC, and the unit vector for AB and AC. 2. AB + AC, 2AB +3AC 3. AB AC, and the angle between the two vectors. 4. Normal vector to AB and AC, and the area of a triangle between these two vectors. 5. If V = 3i +8j - 5k, find the triple scalar product [AB x AC V. 6. The parametric equations for the line that passes through the point A and parallel to the vector V = 31 + 8j - 5k.

Jun 05, 2022
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