| |Subject / Topic | | | |How Do I see myself in the next 5 years? | |
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presuming that our plans an dreams will be fulfilled, we ought to say, “If the Lord will, we shall live and to this or that.” When we submit our plans our plan’s to God’s will, we can enjoy his peace in the midst of life’s uncertainty. In the next 5 years, it’s difficult to envision such an existence and future. All I know is , I will give my very best to achieve those dreams of mine, I don’t want to give a definite insight with regards to my future because only god knows what will happen tomorrow
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. 3.2.1 Development of a Questionnaire.............................. 3.2.2 Development of a Focus Group......................... 4. Conclusion...................................................................................................... 5. Reference List................................................................................................... 6. Affidavit......................................................................................... 7. Appendix...................
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$2000 in A. Five years at an interest rate of 5% per year. 2000x 1.05^5= 2552.56 B. Ten years at an interest rate of 5% per year. 2000x1.05^10= 3257.79 C. Five years at an interest rate of 10% per year 2000x1.1^5= 3221.02 D. Why is the amount of interest earned in part (a) less than half the amount of interest earned in part (b)? In the last 5 years you gain more interest on the interest already earned in the beginning 5 years and you get interest
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Ch. 5 Study Problems Joseph R. Landini University of Phoenix Finance for Business FIN/370 Professor: Jim Hill March 22, 2010 Chapter 5: Financial Management: Principles and Applications 5-1A A. $5,000 invested for 10 years at 10 percent compounded annually: 5,000 10 years @ 10% = 12,968.71 B. $8,000 invested for 7years at 8 percent compounded annually: 8,000 7 yrs. @ 8% = 13,710.59 C. $775 invested for 12 years at 12 percent compounded annually: 775 12
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interest: a) yearly rate 5%, for 6 years and 4 months b) yearly rate 8%, for 7 years, 2 months and 15 days 2) With a starting investment of 3.65 how long does it take to have a final total value of 4.779 with a 5.2% yearly rate, simple interest ? 3) 10 years ago you deposited 15.6 in a bank account paying 5% (yearly compounding). Six years ago you withdraw 8.465 from the same account and reinvested the same amount at 7.25% (yearly) How much is available now (total)? 4) 3 years ago your parents opened
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in the space provided. If you need more space, feel free to write on the back of the page, but clearly mark the question number you are answering. If you would like to add pages from your Excel spreadsheet, please staple them following the corresponding question. You may also upload your spreadsheet to Blackboard. 5) As always, I expect you to abide by the honor code. I trust that no one will give or receive assistance which gives them an unfair advantage over other students. You should not speak
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9, 10, and 11 give Mr. Smith 3 options: * Option 1: Harvest all crop trees now and receive $8,160 * Option 2: Let the forest grow without thinning, then harvest all crop trees 60 years from now and receive $537,962.01 at harvesting, equivalent to $28,800.08 now * Option 3: Thin and manage the forest, then harvest all crop trees 50 years from now and receive $670,033.56 at harvesting, equivalent to $58,429.42 now Based on the present value of the money received at harvesting, it is highly
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David is the founder of the now world-famous website and Youtube channel MBAbullshit.com with 1 MILLION+ FREE tutorial video views worldwide on YouTube (as of May 2012) Beat The Bullshit This book aims to explain some the most "seemingly complicated" topics in these fields in a conceptual way, rather than explaining the common "how to calculate" way, which is much, much better explained and more easily understood in my step-by-step easy and quick tutorial videos (basic videos are FREE!) on my
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A series of payments made or received at the end of each period. 5. Define an annuity due. An annuity with n payments, where the first payment is made at time t = 0, and the last payment is made at time t = n - 1. 6. In the future value annuity table at any interest rate for 1 year, why is the future value interest factor of this annuity equal to 1.00? In a future value annuity table at any interest rate for 1 year, the future value interest factor of the annuity is equal to 1.00 because
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