The three vertices of a regular tetrahedron are located at 0(0,0,0), A(0,1,0),B(,0), and CB. ABO; (b) Find the area of face BAC. .A. Find the unit vector perpendicular(outward) to face
The three vertices of a regular tetrahedron are located at 0(0,0,0), A(0,1,0),B(,0), and CB. ABO; (b) Find the area of face BAC. .A. Find the unit vector perpendicular(outward) to face
The three vertices of a regular tetrahedron are located at 0(0,0,0), A(0,1,0),B(,0), and CB. ABO; (b) Find the area of face BAC. .A. Find the unit vector perpendicular(outward) to face
Vector Analysis, can you help me solve this thanks
Transcribed Image Text:1.) The three vertices of a regular tetrahedron are located at 0(0,0,0),
A(0,1,0),B(3,0), and C
ABO; (b) Find the area of face BAC.
.A. Find the unit vector perpendicular(outward) to face
Calculus that deals with differentiation and integration of the vector field in three-dimensional Euclidean space. It deals with quantities that have both magnitude and direction.
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