Acting as a financial adviser one of your duties is to create a balance of

stocks and bonds that are tailored to the risk tolerance of your client. This

means, some people want riskier balance with the goal of making more

money, while others will take a lower risk to be safer with their

investments.

Your client has informed you that they have a desired average risk of $2\mathrm{.}964$

and have $$8042\mathrm{.}19$ to invest in your suggested stocks and bonds. They also

want triple the number of shares of MAT compared to BUS. You have

selected:

Stock MAT which has a risk of $1$ and costs $$34\mathrm{.}44$ per share.

Stock BUS which has a risk of $9$ and costs $$57\mathrm{.}59$ per share.

Bond SAFE which has a risk of $1\mathrm{.}2$ and a cost of $$39\mathrm{.}4$ per share.

You have determined you should buy

shares of MAT,

shares of BUS, and

shares of SAFE.

I have to turn this into a Matrice Argument to Solve it$.$ I$\text{'}$m having difficulties doing that, please help.