An index consists of the following securities and has an index divisor of 3.0. What is the price-weighted index return?
Stock | Shares O/S | Begin Price | End Price | ||||||||
A | 3,500 | $ | 20 | $ | 24 | ||||||
B | 6,000 | $ | 15 | $ | 10 | ||||||
C | 4,000 | $ | 28 | $ | 36 | ||||||
The Average Price of the Securities at the Beginning
Average Price at the Beginning = [$20 + $15 + $28] / 3
= $63 / 3
= $21
The Average Price of the Securities at the End
Average Price at the End = [$24 + $10 + $36] / 3
= $70 / 3
= $23.33
Price-weighted index return
Price-weighted index return = [(Average Price of the Securities at the End - Average Price of the Securities at the End) / Average Price of the Securities at the End] x 100
= [($23.33 - $21.00) / $21.00] x 100
= [$2.33 / $21.00] x 100
= 11.11%
“Therefore, the Price-weighted index return = 11.11%”
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