Scalar Dot Product As Vector Projection Component

#vectors_MCV4U #vectors_IBmath #vectors_application #vector_geometry #MCV4U_Vectors #vectors_edexcel #vectors_gcse #vectors_dotproduct #vectors_crossproduct

[aznman]

Thank you, professor, because in 2 minutes of watching your video I was able to understand projections

[waleedraza]

This is the best explanation that I've ever heard, thank you so much for this.

[doit]

you have no idea how much i needed this thank you

[ahmersaeed]

Simple but powerful method I never understood that toopic before

[yashasviarya]

Thank you sir... That was really easy 😊😊

[marcoponts]

Factually correct, but you start with the formula which would be most important to actually derive, so the rest of the video becomes somewhat useless. It's a good explanation but leaves out the vital part.

[osmanjamilshifat]

So we can say "Vector projection" as "Component"... can't we??

[GauthamPadmakumar]

Hi the videos have been extremely helpful and interesting could you start doing a playlist on Vector Equation of a line unit ? Thanks :)