Vector Projection
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Vector Projection
Questions

What is the vector projection formula?

What are vector projections used for?

How does a vector differ from its projection?

How do I find the orthogonal vector projection of #vec{a}# onto #vec{b}#?

How do I determine the vector projection of a vector?

What is vector projection?

How do I find the orthogonal projection of a vector?

How do I find the orthogonal projection of two vectors?

How do you find the vector #C# that is perpendicular to #A> 3x+9yz=0# and which vector #C# has a magnitude of #1#?

Question #8f5e6

In a #DeltaABC#, #b=10m#, #c=21m# and #/_A=58^o#. What is the area of the triangle?

How do you find the projection of u onto v given #u=<2,2># and #<v=6,1>#?

How do you find the projection of u onto v given #u=<3, 15># and #<v=1, 5>#?

How do you find the projection of u onto v given #u=<4, 2># and #v=<1, 2>#?

How do you find the projection of u onto v given #u=<0, 3># and #v=<2, 15>#?

How do you find the projection of u onto v given #u=<3, 2># and #v=<4, 1>#?

How do you determine whether u and v are orthogonal, parallel or neither given #u=<12, 30># and #v=<1/2, 5/4>#?

How do you determine whether u and v are orthogonal, parallel or neither given #u=<3, 15># and #v=<1, 5>#?

How do you determine whether u and v are orthogonal, parallel or neither given #u=1/4(3ij)# and #v=5i+6j#?

How do you determine whether u and v are orthogonal, parallel or neither given #u=i# and #v=2i+2j#?

How do you determine whether u and v are orthogonal, parallel or neither given #u=2i2j# and #v=ij#?

How do you determine whether u and v are orthogonal, parallel or neither given #u=<costheta, sintheta># and #v=<sintheta, costheta>#?

How do you find the projection of u=<4,8> onto v=<1,2>?

How do you find the projection of u=<62,21> onto v=<12,4>?

Question #8e005

What are eigenvectors and eigennumbers?

How can I find the projection of a vector onto a subspace?

Find a vector of magnitude 4 unit and parallel to vector I + j?