1 2 Previous Next 17 Replies Latest reply on Feb 14, 2013 8:37 AM by philmodjunk

    Catalogus

    JorikMethorst

      Title

      Catalogus

      Post

           Hello,

           I'm quite new to FileMaker pro. I'm making a catalogus for an artist. His digital art can be printed in different sizes and of course a bigger size is more expensive. I took the standard Catalogus from FileMaker pro 12 and I now have a field where you can choose different sizes. When an option is chosen, I want another field that automatically shows the price of that size and vice versa. Can somebody tell me how to?

           Thanks in advance!

        • 1. Re: Catalogus
          philmodjunk

               There is more than one way to do that. And it can depend on how you price the items in your catalog.

               You could, for example set up a related table of Item ID's, sizes and the price for each size option to be looked up into the price field of your current table.

               Or this table could store a pricing factor for each size regardless of item ID that when looked up is used to calculate the price by multiplying the stand price for that work by the looked up factor.

          • 2. Re: Catalogus
            JorikMethorst

                 Option one is which I would like to proceed with. Should I make sperate tables for sizes and prices and then relate them to eachother? 

            • 3. Re: Catalogus
              philmodjunk

                   I am assuming that "catalogus" is your name for the "product catalog" starter solution.

                   Option 1 requires that you specify a price for each item for each size option.

                   Assuming that you have added a size field to the Products table, you can add a table, Pricing to the starter solution with fields for Product ID, Size and Price and link them in a relationship like this:

                   Products::PRODUCT ID MATCHFIELD = Pricing::ProductID AND
                   Products::Size = Pricing::Size

                   But I am not sure in which table you would be "specifying size" and expecting a price to appear in this solution.

                   If you are working with the INVOICES starater solution, let me know and I'l describe again in terms of that starter solution.

              • 4. Re: Catalogus
                TeresaMartin

                     I'm interested in knowing how to do this as well.  I have three items that determine pricing (1) quantity (2) finish (3) lamping.  So are you saying I should make a table (like in Excel and import it) and then link it somehow to the Product Starter solution that I've began to modify?

                • 5. Re: Catalogus
                  philmodjunk

                       I am suggesting that you open Manage | Database | Tables and add a new Filemaker databasetable to the file.

                  • 6. Re: Catalogus
                    TeresaMartin

                         All of our info is currently in Excel, we have currently paid someone to build a new database for us using Filemaker and I'm trying hard to figure out how to add to it because we are already at our budget limit with the building of the database, but really need more.  :/  Any pointers for a newbie trying to figure it all out?

                    • 7. Re: Catalogus
                      philmodjunk

                           Much depends on your data model--the tables, table occurrences and relationships defined in your database, but there are two basic approaches to consider:

                           If you have a related table of products, you can set up one unit price for each record in the products table. If you have multiple sizes for a given product, you can add separate records for each size--each with its own product ID in the products table. This then allows, say an invoicing system to use a looked up value field option to copy that unit price into a line items table (named invoice data in the invoices starter solution that comes with FileMaker 12) where it can be used to compute a price. If this makes sense for your project, see the invoices starter soluton for examples.

                           You can also set up a table of pricing information that is separate from products where you match by two fields--an item ID and a size field. Then a field in this table can be the source of looked up unit prices.

                           The third option that I alluded to as a special case is where you look up a "base price" from Products and some kind of size specific "price adjustment" value from the additional pricing table. Then you craft a calculation that takes the looked up unit price from products, the qty field and a looked up "adjustment" field from the pricing table to compute a price for the selected item.

                           Example of this last option: The base price from Products for a "Knit Sweater" Item ID 123, might be $20. The adjustment value for "Item ID 123, Size XLarge" might be $3 giving you a price of $23 (20 + 3) for a single sweater of the ID 123 size XLarge.

                      • 8. Re: Catalogus
                        TeresaMartin

                             I think the latter is what I'm trying to do, but am I making things more complicated on myself? 

                             We produce light fixtures, so we have a pricing structure as follows:

                             Choice one - Quantity: (A) 1-2, (B) 3-9, (C) 10+

                             Choice two - Finish: (A) Painted (B) Satin Brass (C) Polished Brass

                             Choice three - Lamping: (A) Incandescent (B) Compact Fluorescent (C) LED

                             So as you can see there are multiple combinations of everything.  We have pricing for each quantity tier and each tier of finish and then we add on the adders for CFL or LED if needed.  I don't really want to reinvent the wheel with a ginormous table with every option and then have to go back and re-enter it all when we have a price increase.  I'm looking for the smartest way to figure out how to do this.  I've started with the Product Catalog template and am modifying from there.

                        • 9. Re: Catalogus
                          philmodjunk

                               It's the starting from the product catalog that has me a but puzzled. That starter solution is set up for one product, one price for each product.

                               There are several ways to handle the pricing variations, but if you set up multiple prices for the same product in this starter solution, what do you want to see on that page?

                               I would think that the invoices starter solution would be a better model for working with pricing and price changes--though changes to its design would be required to facilitate the multiple pricing variables.

                               The Product Catalog starter solution would have to be modified to  to list all the possible pricing info, either the base price and how each option modifies it or the list of all variations and their prices.

                               Choice one sounds like a quantity discount pricing structure.

                               Choice two might well be handled as separate products for each finish option--especially if there is a lot of variation in finish options from product to product.

                               Choice three, on an invoice might be handled as a separate line item with its price added separately to the purchase total. This approach actually reduces the number of pricing combinations that you'd put in a pricing table as you'd have one price for each fixture and one for each lamp, but not different prices for each fixture/lamp combination.

                          • 10. Re: Catalogus
                            JorikMethorst

                                 On the image below is the idea I would like to have. There are 4 kinds of material and 10 different sizes and you can choose for a frame for extra 20 euro. For each combination we have a price. I would like the price to come up on its own once you've selected the Size and Material and the option of the frame. Would you advise me to modify this 'product Catalog' starter solution, use the Invoices starter solution or start a new file from scratch? I feel like I'm so close now, I really only want this specific feature and then it's a good enough catalog for me.  (btw, amount is not of influence of the price, only to show how many are sold)

                            • 11. Re: Catalogus
                              TeresaMartin

                                   The product starter solution gives me a lot of what I want in regard to description of product, etc.  See below.  Currently when someone calls to request a quote, we have to pull out paper and pen, grab an huge paper catalog and commence to old fashioned figuring.  This takes time that could be spent more productively if we could select the product, the quantity, the lamping and the finish on the fly.  As you will see, I've already began to modify it to include the additions that I wanted.

                                    

                                   <img alt="" src="data:image/png;base64,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

                              • 12. Re: Catalogus
                                TeresaMartin

                                     For some reason my image didn't upload, let's try it again....

                                • 13. Re: Catalogus
                                  philmodjunk

                                       I would use the invoices starter solution not the Product Catalog. It already has some of what you need for calculating a quote. You can set up a sales invoice and the prices will be computed for you.

                                       I'd look at it or this very simple demo file from a different Filemaker forum: http://fmforums.com/forum/showpost.php?post/309136/

                                       It's in the older file format so you will need to extract the file from the zip archive and then open it from FileMaker's File menu to get a converted copy, but it's a stripped down to basics example--which makes it easier for beginners to understand.

                                  • 14. Re: Catalogus
                                    TeresaMartin

                                         I downloaded that demo, but am still having a difficult time trying to figure out the best way to lay out everything.  I've figured out that with all the variable options and quantity discounts, we have 18 different prices per each individual fixture (part number).  Below is NOT the correct, because our structure is not as simple as dropping by 1000 or increasing by 500, but this is a sample of the number of pricing available for INCANDESCENT lamping and then I would need to another (9 prices) for COMPACT FLUORESCENT option.  So...I'm trying to avoid having to create 18 rows for one fixture.

                                          

                                                                                                                                                                                                                                                                                                                                                                                                
                                                        PES 8151                     Painted                     3000                     2000                     1000
                                                                              Satin Aluminm                     3500                     2500                     1500
                                                                              Satin Brass                     4000                     3000                     2000

                                          

                                         I'm hoping to create a linear flow of calulation where you would choose PES 8151, then choose NA or FA, then choose Painted/Satin Aluminum/Satin Brass, then choose quantity and it would give me a price that would calculate on the fly as I change the drop downs for the options.  So are we still on the right track with this invoicing starter solution?

                                    1 2 Previous Next