'Scalar projection' presentation slideshows

Vector Refresher Part 3

Vector Refresher Part 3. Vector Dot Product Definitions Some Properties The Angle Between 2 Vectors Scalar Projections Vector Projections. Dot Product. O ne form of vector multiplication Yields a SCALAR quantity Can be used to find the angle between 2 vectors

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Vectors and the Geometry of Space

Vectors and the Geometry of Space. 9. The Dot Product. 9.3. The Dot Product. So far we have added two vectors and multiplied a vector by a scalar. The question arises: Is it possible to multiply two vectors so that their product is a useful quantity?

735 views • 27 slides

Vectors and the Geometry of Space

Vectors and the Geometry of Space. 9. The Dot Product. 9.3. The Dot Product. So far we have added two vectors and multiplied a vector by a scalar. The question arises: Is it possible to multiply two vectors so that their product is a useful quantity?

278 views • 27 slides

12.3

12.3. The Dot Product. The Dot Product. To find the dot product of two vectors a and b , we multiply corresponding components and add together. The result is not a vector. It is a real number: A scalar.

266 views • 26 slides

612 views • 24 slides

What & Why? --------------------------

0.2 Scalar Product & Projections St Bk + Readings in App A & Stewart Ch 9 _________________________________________________________________________________________________________________________________. What & Why? --------------------------

136 views • 9 slides