Resolving a vector into components parallel and perpendicular to a second vector

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[@yunibrow6569]

Using the torch to describe projections and then saying that parallel plus perpendicular equals the original vector really clicked, thank you so much!

[@emoyo1643]

Brilliant stuff. Exactly what I have been looking for. Thanks

[@user-hx4bf9ih2i]

I love you. Singlehandedly saving my life. My exam is today :(

[@MonstroXity]

Thank you! Awesome explanation!

[@onlystudies5531]

Thank you this is helpful

[@chalammvs5674]

Helpful ❤️

[@jj9285]

wasn't the first solution antiparallel rather than parallel?

[@jj9285]

should we just change the sign?

[@rekhajha2041]

Good sir

[@mwenge6355]

Weren't we supposed to square when finding the perpendicular. Wasn't that Pythagoras theorem?
Secondly weren't we supposed to get the negative of everything?

[@orangeinfotainment620]

thanks!

[@rishabhlakhara9583]

Thank you