Problem Seven: A principal of 7650 OMR is invested at rate of 3.7% compounded continuously. After how many years will the investment first exceed 12250 OMR. I) II) Find the interest rate required for a principal of 15000 OMR to produce a future value 40000 OMR in 8 years if the interest is compounded annually. III) How long will it take for a principal of 1000 OMR to produce a future value of 2500 OMR at 10% rate of interest compounded continuously. IV) The value of shares (V) after (t) days is given by the relation V = 3t + 10vt + 167. %3D After how many days the shares price will reach 500 OMR

Financial Accounting Intro Concepts Meth/Uses
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ISBN:9781285595047
Author:Weil
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ChapterA: Appendix - Time Value Of Cash Flows: Compound Interest Concepts And Applications
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Problem Seven:
I)
A principal of 7650 OMR is invested at rate of 3.7% compounded continuously. After
how many years will the investment first exceed 12250 OMR.
II)
Find the interest rate required for a principal of 15000 OMR to produce a future value
40000 OMR in 8 years if the interest is compounded annually.
III)
How long will it take for a principal of 1000 OMR to produce a future value of 2500
OMR at 10% rate of interest compounded continuously.
IV) The value of shares (V) after (t) days is given by the relation V = 3t + 10/t + 167.
After how many days the shares price will reach 500 OMR
Transcribed Image Text:Problem Seven: I) A principal of 7650 OMR is invested at rate of 3.7% compounded continuously. After how many years will the investment first exceed 12250 OMR. II) Find the interest rate required for a principal of 15000 OMR to produce a future value 40000 OMR in 8 years if the interest is compounded annually. III) How long will it take for a principal of 1000 OMR to produce a future value of 2500 OMR at 10% rate of interest compounded continuously. IV) The value of shares (V) after (t) days is given by the relation V = 3t + 10/t + 167. After how many days the shares price will reach 500 OMR
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