To measure quarterly change, the index value for a quarter is compared with the value for the previous quarter. The figures are calculated in the same way as for monthly change. To calculate quarterly changes from one-month figures, you will need first to calculate the arithmetic mean of the monthly index values for the quarter in question.
The example below shows the change in the consumer price index from the fourth quarter of 2002 to the first quarter of 2003:
CPI 2000=100 index values for 2000-2003
| Month | 2001 | 2002 | 2003 |
| January | 100.89 | 103.19 | 104.59 |
| February | 101.51 | 103.35 | 105.28 |
| March | 102.06 | 103.90 | 105.57 |
| April | 102.53 | 104.33 | 105.44 |
| May | 103.21 | 104.56 | 105.31 |
| June | 103.20 | 104.34 | 105.19 |
| July | 102.43 | 104.15 | 104.64 |
| August | 102.75 | 104.15 | 104.78 |
| September | 103.49 | 104.53 | 105.21 |
| October | 103.26 | 104.80 | 105.10 |
| November | 102.80 | 104.47 | 105.00 |
| December | 102.76 | 104.46 | 105.09 |
(104.80 + 104.47 + 104.46) / 3 = 104.60 = IV quarter 2002
(104.59 + 105.28 + 105.57) / 3 = 105.16 = I quarter 2003
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The percentage change of the consumer price index from the fourth quarter in 2002 to the first quarter in 2003 is 0.5 per cent.
| 4.1 | 4.2 | 4.3 | 4.4 | 4.5 | 4.6 | 4.7 | 4.8 | 4.9 | 4.10 |
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