1995-Based Foreign Trade Indices of the Philippines
(1996 to 1997)
For more than a decade the National Statistics Office (NSO) has been responsible for generating the Foreign Trade Indices (Import/Export) of the Philippines with 1972, 1975 and 1985 as base periods. In response to the clamor for a more recent base year to make the indices relevant and to be more reflective of the current situation of the economy, a technical working group (TWG) was created by the National Statistical Coordination Board (NSCB) with representatives from National Statistics Office (NSO) and Bangko Sentral ng Pilipinas as members and the Statistical Research Training Center as chair to revise the methodology and update the base year of the indices. The resulting output of the TWG was approved last October 1997 under NSCB Resolution No. 14 Series of 1997.
A. The New Series
The revised methodology is the basis for the recently generated 1991-Based Foreign Trade Indices. This report covers the new series of import/export indices computed by NSO for the years 1996 to 1997 with 1995 as base year.
The series consist of indices of value, price and quantum, as follows:
Rebasing of the series to 1995 would not only facilitate the generation of base data but would also make the movement in the series less artificial as the basket would be more reflective of commodities moving in the market.
Changes in the import content and composition of exported products are the major reasons for the need for this new series of indices. The revision also integrated the new changes in the coding scheme from the 1989 Philippine Standard Commodity Classification (PSCC) to 1993 PSCC Revised which was adopted in generating trade data starting 1995.
The main objective of indices is to break down changes in the values of exports or imports into price changes and volume changes and thus helps analyze whether a change in value of exports or imports of a commodity or group of commodities can be explained by changes in prices, quantities or both.
B. Uses of Trade Indices
The foreign trade indices measures the changes in the prices of commodities exported from, or imported into the Philippines.
The following are the uses of these indices:
C. Adoption of the 1993 Philippine Standard Commodity Classification (PSCC)
In 1995, the Revised Philippine Standard Commodity Classification (1993 PSCC) was implemented. It is a classification system that is consistent with the Standard International Trade Classification, Rev. 3 (SITC, Rev. 3). Though the basic classification concepts remained the same as that for the 1989 PSCC, significant changes had been incorporated in the revision to include new products, allow for separation of commodities that had recently been enjoying high demand in the world market from other commodities classified similarly, and regroup commodities consistent with the current trends in the world market.
D. The Revised Methodology
The following schematic diagram summarizes the operationalization of the revised methodology.
| Compute Base Year Data |
® | Summarize Current Data |
® | Compute 7-digit Level Indices |
® | Compute 3-digit Level Indices |
® | Compute Overall, 1- and 2-digit Level Indices |
a. Base Data
Annual
The base data used are the quantity and value on the import/export of specific commodities (at the 7-digit PSCC) for the whole year of 1995. This is used as the base data for computing annual indices.
Quarterly
| The base year annual figures are divided by 4 to come up with the quarterly base data. This is used as the base data for computing quarterly indices. | Quarterly 1995 Annual Data for 7-digit Base = ----------------------------------------- Data 4 |
Monthly
| The base year annual figures are divided by 12 to come up with the monthly base data. This is the base data for computing monthly indices. | Monthly 1995 Annual Data for 7-digit Base = ----------------------------------------- Data 12 |
b. Summarization of Current Data
Screening of wild values for each commodity
| Œ The unit prices (unit value) of each export/import transaction for each 7-digit commodity are computed. | Unit Value of Transaction Price = ----------------------------------------- Quantity of Transaction |
| The mean price of unit prices of all transactions of a 7-digit commodity is computed. | __ ni Phi = åj Pthij / n __ where: Phi = mean price of transactions in ith commodity Pthij = unit price of jth transaction in ith commodity t = current period h = hth commodity group i = ith commodity in hth commodity group j = jth transaction in ith commodity ni = number of transactions of ith commodity |
| Ž The variance of the unit prices of transactions of a 7-digit commodity is computed. | ni åj(Pthij-Phi)2 variance of the unit price = -------------------- nh |
|
____________________________
minimum price = mean price - 2 Övariance of the unit prices ____________________________ maximum price = mean price + 2 Övariance of the unit prices |
All transactions of a commodity whose unit prices are outside the acceptable price range are
considered outliers.
| If the unit price of a transaction is less than the minimum price, the unit price of this transaction is made equal to the minimum price. Its quantity is recomputed as the value of transaction divided by the minimum price. | If Unit Price < minimum price, then Unit Price = minimum price and value of transaction Quantity = ------------------------------ minimum price |
| If the unit price of a transaction is greater than the maximum price, the unit price of this transaction is made equal to the maximum price. Its quantity is recomputed as the value of transaction divided by the maximum price. | If Unit Price < maximum price, then Unit Price = maximum price and value of transaction Quantity = ------------------------------ maximum price |
Summarization of current data at the 7-digit level
| The total value and total quantity for each 7-digit commodity is generated by summing up the values and quantities of all transactions of the commodity respectively. The unit price for the 7-digit commodity is derived by dividing its total value by its total quantity. | At the 7-digit PSCC Total Value = sum of values of transactions Total Quantity = sum of quantities of transactions Total Value Unit Price = ----------------------- Total Quantity |
c. 7-Digit Level Indices
Three index numbers are generated at the 7-digit level and these are:
Value Index, VI
The Value Index, VI, of a commodity is computed as follows:
| Pthi x Qthi current value of commodity VIthi = Pohi x Qohi base year value of commodity |
Price Index, PP
The Price Index, PP, of a commodity is computed as follows:
| Pthi current price of commodity PPthi = Pohi base year price of commodity |
Quantity Index, QL
The Quantity Index, QL of a commodity is derived as
| VIthi
Value index of commodity
QLthi = PPthi Price index of commodity |
d. 3-Digit Level Indices
Value Index, VIth at the 3-Digit PSCC
The value index, VIth for a 3-digit commodity group is computed as follows:
| åi
Pthi x Qthi VIth = åi Pohi x Qohi sum of values of all commodities in the commodity group in current period = sum of values of commodities in the commodity group in the base period |
Price Index, PPthi at the 3-Digit Commodity Group
Before the price index for the 3-digit commodity group is computed, another screening
technique is applied. The following procedure describes the screening technique used:
__
Œ The mean price index, PPth is determined for the commodity group.
| nh __ åi PPthi PPth = nh where PPthi = Price index of ith commodity in the commodity group nh = number of commodities in the commodity group |
The variance of the price indices is also computed.
Ž The acceptable range of price index for the commodity group is also constructed.
|
__ ___________________________
minimum price index = PPth - 2 Ö variance of price indices __ ___________________________ maximum price index = PPth + 2 Ö variance of price indices |
All commodities within this range are included in the computation of the price index of the
3-digit commodity group. The price index, PPth, for the commodity group is computed
as follows:
| nh’ PPth = åi w’thi x PPthi where w’thi = weight of each included commodity wthi weight of ith commodity = åi wthi sum of weights of included commodities PPthi = Price index of ith commodity in the commodity group |
Quantity Index, QLth at the 3-Digit Commodity Group
The Quantity Index, QLth at the 3-digit commodity group is derived as follows:
| Value Index of the commodity
group QLth = Price Index of the commodity group VIth QLth = PPth |
| Weights To account for the relative importance of commodities in the total exports/imports, each commodity is given a weight, wthi, which is computed as follows: Pohi x Qthi wthi = åi Pohi x Qthi |
e. Overall, 1- and 2-Digit Level Indices
Indices at the 2-Digit PSCC
The Value Index, VItgh, at the 2-digit level is computed as
| Current value of all commodities in the 2-digit commodity group VItgh = Base value of all commodities in the 2-digit commodity group |
The Price Index, PPtgh, at the 2-digit level is computed as follows:
| ng PPtgh = åh wtgh x PPtgh x 100 where wtgh = weight of hth commodity group in the 2-digit PSCC group PPtgh = price index of hth commodity group in the 2-digit PSCC group |
The Quantity Index, QLtgh at the 2-digit level is derived as
| VItgh QLtgh = PPtgh |
Indices at the 1-Digit PSCC
The Value Index, VItfg, at the 1-digit level is computed as
| Current value of all commodities in the 1-digit commodity group VItfg = Base value of all commodities in the 1-digit commodity group |
The Price Index, PPtfg, at the 1-digit level is computed as follows:
| ng PPtfg = åh wtfg x PPtfg x 100 where wtfg = weight of gth commodity group (2-digit PSCC) in the 1-digit PSCC group PPtfg = price index of gth commodity group in the 1-digit PSCC group |
The Quantity Index, QLtfg at the 1-digit level is derived as
| VItfg QLtfg = PPtfg |
Overall Indices
The Overall Value Index, VIt, is computed as
| Current value of all commodities VIt = Base value of all commodities |
The Overall Price Index, PPt, is computed as follows:
| PPt = åf
wtf x PPtf x 100 where wtf = weight of fth commodity group (1-digit PSCC) PPtf = price index of fth commodity group (1-digit PSCC) |
The Overall Quantity Index, QLt, is derived as
| VIt QLt = PPt |
f. Treatment of Missing Data
It is not unusual for the value of transactions in specific commodities to be zero for certain period; i.e., they have not been exported/imported during the reference period. Adjustments in the computation of indexes are made, depending on whether the absence of a transaction leads to no base data or no current data.
When no transactions on a 7-digit commodity was recorded in 1991, there would be no base data for the commodity. Since the indices are computed by including all the records for a given period, the following measures are taken:
For some periods after the base year, it would be possible that no transaction on a specific commodity would be made. Hence, there would be no current unit price, quantity and value. In cases such as this, the current unit price and price index are assumed to be the latest unit price recorded. Value and quantum indices are assumed to be zero until the commodity reappears in list of transactions, i.e.,
E. Available Indices
The most detailed commodity specification in the foreign trade statistics contain approximately 8,314 sub-items and they are defined as aggregates of the commodity classification by which the indices are based on.
The indices calculations are based on the customs declarations which are the foundation of the foreign trade statistics. For the purpose of calculating indices, the information about value (FOB US Dollars) and quantity for exports and imports are used.
The foreign trade indices presented are only summaries of statistics at 1-digit PSCC level on a quarterly and annual basis.
However, electronic tabulations on a detailed commodity level (2, 3 digit) on a quarterly basis are available at the Trade Statistics Division, Industry and Trade Statistics Department upon request.
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