Recall the algebraic formula for a convergent geometric progression: for any fraction Kless than 1. If you
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Recall the algebraic formula for a convergent geometric progression:
for any fraction Kless than 1. If you set K = 1 / (1 + i), can you verify the present-value formula for a permanent income stream, V = $N/i ? Provide an alternative proof using common sense. What would b e the value of a lottery that paid you and your heirs $5000 per year forever, assuming an interest rate of 6 percent per year?
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