Let u =< 3, −1, −2 >, v =< −1, 0, 2 > and w =< −6, 1, 4 >.
Compute the expressions below.
a) >v + 3w
b) 3>u − 2>v (1)
c) −(>v + 3>u).
a) v+3w=<−1+(−6)∗3,0+1∗3,2+4∗3>=<−19,3,14>.v+3w=<-1+(-6)*3, 0+1*3, 2+4*3>=<-19,3,14>.v+3w=<−1+(−6)∗3,0+1∗3,2+4∗3>=<−19,3,14>.
b) 3u−2v=<3∗3−(−1)∗2,(−1)∗3−0∗2,(−2)∗3−2∗2>=<11,−3,−10>.3u-2v=<3*3-(-1)*2,(-1)*3-0*2,(-2)*3-2*2>=<11,-3,-10>.3u−2v=<3∗3−(−1)∗2,(−1)∗3−0∗2,(−2)∗3−2∗2>=<11,−3,−10>.
c) −(v+3u)=−<−1+3∗3,0+(−1)∗3,2+(−2)∗3>=<−8,3,4>.-(v+3u)=-<-1+3*3,0+(-1)*3,2+(-2)*3>=<-8, 3, 4>.−(v+3u)=−<−1+3∗3,0+(−1)∗3,2+(−2)∗3>=<−8,3,4>.
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