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The index value at month t is defined as P(t). Monthly return in month t is given by: (P(t)-P(t1))/P(t-1). Compute for each month then the
The index value at month t is defined as P(t). Monthly return in month t is given by: (P(t)-P(t1))/P(t-1).
Compute for each month then the average over a 1 year period. State the price series you have used along with how you computed the returns, as there are closing and opening prices.
Date | Open | High | Low | Close | Volume |
1/10/16 | 5525.2002 | 5578.8999 | 5347.29981 | 5402.3999 | 15198480400 |
1/11/16 | 5402.3999 | 5583.5 | 5138.8999 | 5502.3999 | 18827057200 |
1/12/16 | 5502.3999 | 5746.7002 | 5443.5 | 5719.1001 | 15862784600 |
1/1/17 | 5720.7002 | 5876.79981 | 5661.2002 | 5675 | 13557800800 |
1/2/17 | 5675 | 5880.8999 | 5635.1001 | 5761 | 17390206600 |
1/3/17 | 5761 | 5937.2002 | 5724.1001 | 5903.79981 | 20191684500 |
1/4/17 | 5903.79981 | 5983.2002 | 5826.7002 | 5947.6001 | 13914426600 |
1/5/17 | 5947.6001 | 5976.3999 | 5720.5 | 5761.29981 | 19761002700 |
1/6/17 | 5761.29981 | 5863.79981 | 5670.7002 | 5764 | 19162785000 |
1/7/17 | 5764 | 5846.2002 | 5705.6001 | 5773.8999 | 16497542700 |
1/8/17 | 5773.8999 | 5852.7002 | 5711.7002 | 5776.29981 | 19994391200 |
1/9/17 | 5776.29981 | 5835.7002 | 5702.2002 | 5744.8999 | 15795779200 |
1/10/17 | 5744.8999 | 6003.2002 | 5717.7002 | 5976.3999 | 16222442900 |
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