$\backslash$table$[[$Vector$,$Horizontal Component,Vertical Component$],[$A$,4,4],[$B$,,],[$C$,,],[$R$,,]]$

Magnitude of $R($Pythagorean theorem$)=$

$3.$ Assume that you had $3$ vectors that had a magnitude of $3m,4m,$ and $5m$ respectively. Would the vector sum of those three vectors always be $12m(3+4+5)?$ Draw an example of the three vectors tip to tail where the vector sum IS $12,$ and if possible draw the three vectors tip to tail where the vector sum IS NOT $12.$

$3m4m5m(equals12)$

$3m4m5m(dvernet)$

NO$,$ the three vectors will not alwaus be $12m.$

PLEASE HELP ASAP PLEASE HELP