A piece of art currently worth $750 is appreciating in value 'V' according to the formula: V = 750e2t 0.5 However, assuming continuous discounting, the present value of V is given by: P=Ve-rt How long should the piece of art be kept to maximise its present value under continuous compounding with r= 0.04? O 2500 years O 25 years O 625 years O 156.25 years None of the above O No answer

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