In the Excel assignment, you are given a number for NOI of $20,000, growing at 2%. Using the project’s emphasis on parameterization, select the best implementation of one year’s growth:

A. = 20000 * 2

B. =NOI(1+2) where NOI is equal to 20000

C. None of these are correct

D. =20000(1+.02)

E. =$B$1*(1+g), where NOI is in cell $B$1 and g references (is the name for) the given growth rate

By using the formula "= $B$1 * (1 + g)", the calculation of one year's growth for the given NOI value and growth rate is implemented in a parameterized manner, allowing for flexibility and easy modification of values in the future.

The best implementation of one year's growth for the given NOI of $20,000 growing at 2% is "= $B$1 * (1 + g)", where NOI is in cell $B$1 and g is the given growth rate.

Explanation:
- The formula "$B$1 * (1 + g)" multiplies the initial NOI value in cell $B$1 by the sum of 1 and the growth rate g.
- This formula allows for parameterization by referencing the cell $B$1 for the initial NOI value and using the variable g for the growth rate.
- By using cell references and a variable, this implementation allows for easy adjustment of the NOI value and growth rate in the future without modifying the formula.

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