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**let A= [tex]\left(**

\begin{array}{Ccc}

9 & 0 \\

2 & 6 \\

\end{array}

\right)[/tex]

and B= [tex]\left(

\begin{array}{Ccc}

5 & 1 \\

3 & 4 \\

\end{array}

\right)[/tex]

Find the matrix C of the linear transformation T(x)=B(A(x)).

\begin{array}{Ccc}

9 & 0 \\

2 & 6 \\

\end{array}

\right)[/tex]

and B= [tex]\left(

\begin{array}{Ccc}

5 & 1 \\

3 & 4 \\

\end{array}

\right)[/tex]

Find the matrix C of the linear transformation T(x)=B(A(x)).

**3. The Attempt at a Solution**

- Once again, I really don't know how to start a problem like this off. I tried finding just T(x)=Ax and then multiply that by B, but that didn't seem to work. Please help.