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What is the value of an investment of $6,835.69 at 3.88% interest compounded daily for 6 years?
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\[p _{kt} = p _{0}(1+\frac{ r }{ k })^{kt}\] we can re write it as \[\frac{ p_{kt} }{ (1+\frac{ r }{ k })^{kt} } = p _{0}\]
so \[6835.69/(1+\frac{ 0.0388 }{ 365 })^{365*6}\] = 5416.07
@Lily2913 how could it be less than the original starting amount?
sorry miss read.. I thought you wanted the initial value with the total being 6835.69
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in that case it would be \[P _{kt} = 6835.69(1+\frac{ 0.0388 }{ 365 })^{365*6}\]
8627.416
oh ok that's what I got too thanks for your help :)
np. sorry about the mix up.
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