A company has an annual EBIT of $1200000$ SEK in perpetuity. There is no growth. The firms has debt equivalent to $75$ percent of market value. The beta value of the equity is then $1\mathrm{.}54,$ risk free interest rate is $4\%$ and the risk premium for the market portfolio is $5\mathrm{.}5\%.$ Observe that tax need to be paid and the tax rate is $28\%.$ The interest rate is $4\%.$ Assume that on the loan interest is only paid and that the annual surplus will remain unchanged in the foreseeable future. For this task round your answers to full integers $($no decimals$).$ For your help: levered $=$ unlevered $*[1+(1-$tax rate$)($Debt $/$ Equity$)]$ Vlevered $=$ APV $=$ Vunlevered $+$ PV$($Interest Tax Shield$)$ a$.$ Calculate the company's value based on cash flow without borrowing plus the loan's impact on the value $($APV$).$ The Vunlevered is $?$ SEK. The PV$($Interest Tax Shield$)$ is $?$ SEK.b$.$ Calculate the value of the company with cash flow to the firm $($FKFF$)$ and average cost of capital $($WACC$)$ as a base. The value of the company is $?$ SEK.