Asked by Mary Ann
                Find the present value, using the present value formula and a calculator. (Round your answer to the nearest cent.)
Achieve $225,500 at 8.55% compounded continuously for 8 years, 155 days.
I use e for compound continuousy A=Pe^(rt).so I did 225,500=Pe^(.0855*8.42)than I divided both sides by e^(.0855*8.42) than e=2.71, than I did
225,500/e^(.0855*8.42)1097725.13this answer does not look right where did I go wrong. Thank you for your help.
            
        Achieve $225,500 at 8.55% compounded continuously for 8 years, 155 days.
I use e for compound continuousy A=Pe^(rt).so I did 225,500=Pe^(.0855*8.42)than I divided both sides by e^(.0855*8.42) than e=2.71, than I did
225,500/e^(.0855*8.42)1097725.13this answer does not look right where did I go wrong. Thank you for your help.
Answers
                    Answered by
            Reiny
            
    my equation, (very close to yours)
225500 = PV e^(8.4246575(.0855))
225500 = PV e^(.720308219) , now press 2nd ln
225500 = PV (2.055066524)
PV = 109,728.81
I let the calculator carry all the decimal places and only rounded off my final answer to the nearest cent.
You were off by appr a factor of 10
    
225500 = PV e^(8.4246575(.0855))
225500 = PV e^(.720308219) , now press 2nd ln
225500 = PV (2.055066524)
PV = 109,728.81
I let the calculator carry all the decimal places and only rounded off my final answer to the nearest cent.
You were off by appr a factor of 10
                    Answered by
            Mary Ann
            
    Thank you very much Reiny it is greatly appreciate that you give your time to help others.
    
                    Answered by
            Marlene
            
    How did you get from 
225500= PV (2.055066524)
to
PV=109,728.81 ???????
    
225500= PV (2.055066524)
to
PV=109,728.81 ???????
                    Answered by
            marla
            
    How did you do this on the calculator?  I can not figure out how you got that answer
    
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