Given: U= <-3,4> v=12i-5j 2U-V
what do you think
\[2<-3,4>-<12,-5>=<-6,8>-<12,-5>=<-6-12,8-(-5)>\]
so you disregard the i and j?
i=<1,0> j=<0,1>
oh okay that makes sense I remember now. so if you were to multiply i and j, its just like -36, -20?
?
like for the values given, UxV= <-36,-20>
2U -> 2 <-3,4> -> <-6,8> - V -> -<12,-5> -> <-12,5> --- ---------- -------- <-18,13>
like for the values given, UxV= <-36,-20>
what do you want to do with that?
Given: U= <-3,4> v=12i-5j how do i multiply them
do you want the dot product or the cross product?
is there a dot between U and V or a cross between U and V?
\[U \cdot V =<a,b> \cdot <c,d>=ac+bd\] \[U \times V=<a,b> \times <c,d>=ad-bc\]
Join our real-time social learning platform and learn together with your friends!