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could you please let me know which is better, 10% compounded quarterly or 9.9% compounded continuously? {Hint: Which will yield more for a deposit of $1 for one year?]
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$1 x (1.025)^4 gives you 4 lots of 2.5% compounding interest which equals 1.1038, while $1 x e^0.099 gives you $1.1041, so the continuous compounding is better at these rates,
Surely its 9.9% continuously
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