Visually adding and subtracting vectors

[@esterbez_z]

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[@JasonHall]

in the first examples vector C starts at the start of A then ends at the end of B, while in the second example you start at end of B and go to start off A. I'm a bit confused... I think you reversed your C and -C in the second example, am I right?

[@coolfunmario]

+Jason Hall (Imheroldman) No, in the second example, look at the C arrow, by default, it's in the wrong direction ! So A + B not equals to C ! But A + B = - C ! The "-" sign behind the C reverse the direction of the C vector.

[@andrewedwards2881]

What drawing software is Sal using?

[@Merthalophor]

Hey! Quick question - is it also possible to visualize functions that are treated like vectors?

[@alexsmit9852]

+Merthalophor Yes, you can give a name to a vector, but it will still be the same vector.

[@Merthalophor]

Alex Smit uuh... you sure you understood my question?

[@alexsmit9852]

Merthalophor f(x) = , visualize f(x). What's there not to understand?

[@SubbirHosain]

what is the direction of vector c ?

[@asharibimran5645]

in the first example its positive and in second its negative

[@musaimran7703]

ummm. the last example.. but if we make vector c negative doesnt it go on the opposite side.. ie. 180degrees ... and a+b=-c .. no man.. cuz this means a+c=-a??

[@asharibimran5645]

its right bcz -c is used as a resultant vector so it is possible to say that a+b=-c

[@sainapattanayak8550]

Ty👍🏻

[@ytchannel4u377]

I think that there is a mistake in example 2 about the positive or negative (C), I believe that he reversed it, Am I Right?

[@hamzaahmed9224]

Yeah,I think he did!

[@maxaco5017]

a + b doesnt equal to c, theyre non linear....

[@jullyhasun1850]

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[@alexr4867]

im allie