Transformations of Vectors with Matrices HSN.VM.C.11 Grade 11 SBAC Practice Test Questions TOC | Lumos Learning

Transformations of Vectors with Matrices HSN.VM.C.11 Question & Answer Key Resources Lumos StepUp - Smarter Balanced Online Practice and Assessments - Grade 11 Mathematics

Lumos StepUp - Smarter Balanced Online Practice and Assessments - Grade 11 Mathematics Transformations of Vectors with Matrices

         Get Full Access to Lumos StepUp - Smarter Balanced Online Practice and Assessments - Grade 11 Mathematics

Currently, you have limited access to Lumos StepUp - Smarter Balanced Online Practice and Assessments - Grade 11 Mathematics. The Full Program includes,

Buy SBAC Practice Resources
Lumos online Step Up Program is designed to Improve student Achievement in the Grade 11 SBAC Assessment Click Here To Learn MoreOnline Program

GO BACK

\(\text{A vector matrix is a matrix with one column, and expressed as a }{\rm 2}\times {\rm 1} \text{matrix is }\left[\begin{array}{c} {a_{11} } \\ {a_{21} } \end{array}\right] . \)

\(\text{To reflect a vector across the {y}-axis using matrices, we multiply the vector by the matrix }\left[\begin{array}{cc} {-1} & {0} \\ {0} & {1} \end{array}\right] \)

\(\text{What is the resulting vector if we rotate the vector matrix }\left[\begin{array}{c} {-5} \\ {8} \end{array}\right] \text{across the {y}-axis}?\)