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Value of x that makes the two cash flows equivalent

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Consider the following two cash flows: CF1: 100 at t=0, 200 at t=2, and 300 at t=3 CF2: X at t=1, X at t=2, and 2X at t=4

The interest rate rises by 3% every year, so:

between t=0 and t=1: i=0%; between t=1 and t=2: i=3%; between t=2 and t=3: i=6%, etc.

What the value of X that makes the two cash flows equivalent?

Reference no: EM132577107

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