Math / AlgebraQuestionFind <3uˉ,4vˉ+5wˉ><3 \bar{u}, 4 \bar{v}+5 \bar{w}><3uˉ,4vˉ+5wˉ>, given that ⟨uˉ,vˉ>=6,<vˉ,wˉ>=−5\langle\bar{u}, \bar{v}>=6,<\bar{v}, \bar{w}>=-5⟨uˉ,vˉ>=6,<vˉ,wˉ>=−5, and <uˉ,wˉ>=−1<\bar{u}, \bar{w}>=-1<uˉ,wˉ>=−1 NumberStuddy SolutionCompute the final result:3×19=57 3 \times 19 = 57 3×19=57 The solution is:57 \boxed{57} 57View Full Solution - FreeWas this helpful?
