Consider golfers who led the Professional Golfers’ Association of America (PGA) in winnings at different points in time. Note that the winnings are nominal figures (unadjusted for inflation).
To convert the original earnings of Palmer, Trevino, and Kite, use the formula for converting dollar figures from an earlier era into year 2017 U.S. dollars. Using those figures, fill in the following table, making sure to round your responses to the nearest U.S. dollar.
Year |
Golfer |
Nominal Winnings |
U.S. CPI |
Winnings in 2017 Dollars |
---|---|---|---|---|
(Dollars) |
(1983 = 100) |
|||
1962 | Arnold Palmer | 81,448 | 30.2 | |
1970 | Lee Trevino | 157,037 | 38.8 | |
1981 | Tom Kite | 375,699 | 90.9 | |
2017 | Justin Thomas | 9,921,560 | 245.1 | 9,921,560 |
True or False: According to the previous table, the golfer with the highest PGA winnings in nominal dollars is not the same as the golfer with the highest PGA winnings after adjusting for inflation.
True
False
Solution:-
Year |
Golfer |
Nominal Winnings |
U.S CPI |
Winnings in 2000 dollars |
1962 |
Arnold Palmer |
81,448 |
30.2 |
=(81,448 * 245.1 / 30.2) = 6,61,023.34 |
1970 |
Lee Trevino |
157,037 |
38.8 |
=(157,037 * 245.1/ 38.8) = 9,92,004.35 |
1981 |
Tom Kite |
375,699 |
90.9 |
=(375,699 * 245.1 / 90.9) = 10,13,023.38 |
2017 |
Justin Thomas |
9,921,560 |
245.1 |
9,921,560 |
False: - The golfer with the highest PGA winnings in Nominal dollars is the same as the golfer with highest PGA winnings after adjusting for inflation I.e. Justin Thomas
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