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What is the matrix transformation which takes the independent vectors $\begin{pmatrix}
1& \\
2& 
\end{pmatrix}$ and $\begin{pmatrix}
2& \\
5& 
\end{pmatrix}$ and transforms them to $\begin{pmatrix}
1& \\
1& 
\end{pmatrix}$ and $\begin{pmatrix}
3& \\
2& 
\end{pmatrix}$ respectively?

  1. $\begin{pmatrix}
    1&-1 \\
    1& 0
    \end{pmatrix}$
  2. $\begin{pmatrix}
    0&0 \\
    0.5& 0.5
    \end{pmatrix}$
  3. $\begin{pmatrix}
    -1&0 \\
    1& 1
    \end{pmatrix}$
  4. $\begin{pmatrix}
    -1&1 \\
    1& 0
    \end{pmatrix}$
in Linear Algebra by Boss (30.8k points) | 2.4k views

1 Answer

+5 votes
option D
by (121 points)
+6
Wow! Wat a nice explanation
0

please correct if any mistake

+29

please correct if any mistakes

+2
Now it is nice one.
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