Hello! I need to do this assignment for tomorrow and I would really appreciate i
ID: 2616197 • Letter: H
Question
Hello! I need to do this assignment for tomorrow and I would really appreciate if someone could do it for me. It's about maths of finance. Thanks in advance to the hero who will do it!!
If you can send me the solution made by manual (not excel) and THANK YOU SO MUCH!
content/D/Homework 1 Mathematics of Finance-pdf Mathematics of Finance Homework Exerche 3 You have deposted 2000 euros on a ssees account withan8%ofanmal(s much do you have after 78 days? After 5 months? And after 25 years? lej interest rate now e20°C with 8 months of maturity time. How much S You have bond with Face ? the discount rate is 5% wom now, t Derche ?1 xcel or paper) Caloulate the interest lisPV+t) and the balance (Fvi at the beginning of the folowing month knowing that this acoount accrues the interest at the end of each month, with a monthly iquidation of interests lso on 30 September). The interest rate is an annual 0.1% rate of simple interest 1.09.09 Initial deposit 0209.09 Restaurant 14.5 05.09.09 Autamated Teller Machine IATM) 10.09.09l Telephone 12.09.09 Direct wage depost 10909 Eectrcity 2009 09,. Clothing Store 220909 Check depesit 509.09 Atamated Teller Machine IATM -- 836.61 90 00 30.09.09 Dining room lane Exercise 4 Exzet or paper) Calculate the interest I-PV 1) accrued at the end of each quarterly period, as weli as the new balance ?1st iuly, 2009' knowing that it eves an annuai 6% ate of Sample imerest, with quarterly pay em Inote that quarterly payoff mears 31 March and 30 Jusnel 25.02.09meal depost 02.04.09ATM 20,04.09 cash deposit 000.00 25 000.0 15.05.0ATM 14.06.09ATMExplanation / Answer
Since, multiple questions have been posted and questions are not related to each other I have answered the first with complete details.
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Exercise - 1
78 days
The amount that you will have after 78 days is calculated as below:
Amount after 78 Days = Principal Amount + Principal Amount*Interest Rate*78/365 = 2,000 + 2,000*5%*78/365 = 2,021.37 euros
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5 Months
The amount that you will have after 5 months days is determined as below:
Amount after 5 Months = Principal Amount + Principal Amount*Interest Rate*5/12 = 2,000 + 2,000*5%*5/12 = 2,041.67 euros
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2.5 Years
The amount that you will have after 2.5 years days is arrived as below:
Amount after 78 Days = Principal Amount + Principal Amount*Interest Rate*2.5 = 2,000 + 2,000*5%*2.5 = 2,250 euros
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