is my $1$ and $2$ right? and what is $3?$ give me chart just like that! thank you!Problem Description: A mortgage lender called Buy$-$Home, originates $2$ loans, $x$ and $Y.$ The loans have Principal amounts of $$550,000$ and

$$425,000,$ respectively and both have a term of $30$ years, with a fixed interest rate of $5\mathrm{.}5\%.$

Buy$-$Home securitizes these loans with Fannie Mae. Fannie Mae creates a pass$-$through Mortgage Backed Security $($MBS$)$ for the lender and

charges a guarantee$-$fee $($G$-$Fee$)$ of $30$ basis points $/$ per annum $($bps$/$annum$)$ to guaranty the credit risk on each of the loans. The loans are

serviced by a mortgage servicer called We$-$Service$-$Loans, who charges a servicing fee of $45$ bps$/$annum for each of the loans, X and Y$.$ Buy$-$Home

sells the MBS to a fixed$-$income mutual fund run by an asset manager called Blue$-$Rock. Please calculate the following.

Fill the table below to answer questions $1,2$ and $3$ :

G$-$Fee received by Fannie Mae for the first month, for each of loans $x$&$Y$

Loan X: $137\mathrm{.}5((\frac{0\mathrm{.}30}{12})$$$550,000=$$$137\mathrm{.}5)$

Loan Y: $106\mathrm{.}25((0\mathrm{.}30\frac{\%}{12})$$$425,000=$$$106\mathrm{.}25)$

Servicing fee received by We$-$Service$-$Loans for the first month, for each of loans $x$&$Y$

Loan X: $206\mathrm{.}25((\frac{0\mathrm{.}45}{12})$$$550,000=$$$206\mathrm{.}25)$

Loan Y: $159\mathrm{.}38((\frac{0\mathrm{.}45}{12})$$$425,000=$$$159\mathrm{.}38)$

Net payment received by Blue$-$Rock's mutual fund for the first month, which purchased the MBS securities$.$ is my $1$ and $2$ right? and what is $3?$ give me chart just like that! thank you!