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Please answer only question B, because I sent already A in a separate question. Thank you! a) The following payments are agreed for the purchase of a property at the nominal annual interest rate of 0.8%:- 100,000 euros on 01.01.2022- 50,000 Euro on 01.07.2022- 200,000 euros on 01.03.2023 What is the value of these payments on the valuation date 01.01.2022 with1. linear interest calculation?2. monthly interest at the relative interest rate?3. relative mixed interest?4. continuous interest calculation? b) On 01.01.2022, EUR 347,942.42 is paid into an account at 0.8% annual interest. At On which date (day.month.year) in 2022, the year 2022 has 365 days, will the value of the interest rate, does the value of the deposit exceed 350,000 euros for the first time?

An investor is considering purchasing a sale-leaseback with the following 10-year cash flows: ΕΟΥΙ Cash Flows + 0 1 $350,000 2 $357,000 3 $364,140 4 $371,423 5 $378,851 6 $386,428 7 $394,157 8 $402,040 9 $410,081 10 $418,282 + Sale Proceeds $5,333,000 If the seller/lessee in the previous question insists on a purchase price of $5,000,000 today, what would the investor's yield be? 9.56 percent 7.66 percent 8.22 percent 8.03 percent

Find the present value PV of the given future value. (Round your answer to the nearest cent.) future valye $5,250 at 4.875 simple interest for 670 days  PV = $