This subject came up on other forums a few times and even caused some arguements. Maybe others here (in this more relaxed forum) would be interetsed to write their approach to this.
Basically the arguement is between two different approaches to charging. One is fixed charges based on "type" of repair, usually with fixed types of repairs too. The other is charging for the exact work that is done, usually with being more flexible about the work (i.e. do what is needed).
I prefer the latter. My main problem with the former is that it can often result in people essentially paying for the work of other people. The latter results in in everyone paying for exactly the work they have done. I understand there are more than a few places which charge based on type of service e.g. 'service', 'repad', 'overhaul', play condition' with a fixed price for each.
In a reply to a suggested price for a bass clarinet repad, I asked about two possible repads.
Repad 1 is changing all the pads, but most other things are ok. Maybe not all corks and felts need replacing, tenon corks are fine, body is ok, tone holes are ok, keys are mostly ok without much key fitting, screws and rods are ok, etc.
Repad 2 is changing all pads, changing all corks and felts, changing tenon corks, many keys bind, many keys are loose, tone holes need work, some stuck or stripped screws, some springs are broken, tenons are wobbly, etc.
Let's say the second repad took twice as many hours and expenses total, basically double the work.
One repairer replied they would charge the same for both, with the former getting a bargain price, the second getting an even better bargain. I disagree with that. The second repad is a bargain but the first repad is overcharging. For the prupose of the explanation we chose the (random) price of $400 for this repad. Here is the explanation.
Let's Assume a repairer is not greedy, doesn't just charge as much as possible and is a reasonable person. Lets say the total work for repad 1 was X. That means the total work for repad 2 is 2X. The total charge is then $800 for 3X work. The repairer found that by charging that they can continue working as a repairer and live their lives.
So with the fixed prices, the repairer is making a total of $800, one customer is paying $400 and so is the other. But one customer is getting X work and the other is getting 2X. Great for the former but lousy deal for the latter.
When everything is charged exactly for the work, the customer of repad 1 would pay $267 and the customer of repad 2 would pay $533. This is each of them paying for the exact work. The repairer works exactly the same amount total and also makes the exact same amount total. The only difference is how it is devided between the customers. Though in reality if a repairer can afford to charge $400 for 2X of work, they should be able to charge $200 for X work.
Replace that "$400" with any other fixed price and the work with any type of work, the principal stays the same. The above is a relatively extreme example but it works the same way regardless.
Of course it's not possible to always be exactly 100% correct and get everyone to pay exactly for the work done, but I try as much as possible to achieve that as close as I can.
Basically the arguement is between two different approaches to charging. One is fixed charges based on "type" of repair, usually with fixed types of repairs too. The other is charging for the exact work that is done, usually with being more flexible about the work (i.e. do what is needed).
I prefer the latter. My main problem with the former is that it can often result in people essentially paying for the work of other people. The latter results in in everyone paying for exactly the work they have done. I understand there are more than a few places which charge based on type of service e.g. 'service', 'repad', 'overhaul', play condition' with a fixed price for each.
In a reply to a suggested price for a bass clarinet repad, I asked about two possible repads.
Repad 1 is changing all the pads, but most other things are ok. Maybe not all corks and felts need replacing, tenon corks are fine, body is ok, tone holes are ok, keys are mostly ok without much key fitting, screws and rods are ok, etc.
Repad 2 is changing all pads, changing all corks and felts, changing tenon corks, many keys bind, many keys are loose, tone holes need work, some stuck or stripped screws, some springs are broken, tenons are wobbly, etc.
Let's say the second repad took twice as many hours and expenses total, basically double the work.
One repairer replied they would charge the same for both, with the former getting a bargain price, the second getting an even better bargain. I disagree with that. The second repad is a bargain but the first repad is overcharging. For the prupose of the explanation we chose the (random) price of $400 for this repad. Here is the explanation.
Let's Assume a repairer is not greedy, doesn't just charge as much as possible and is a reasonable person. Lets say the total work for repad 1 was X. That means the total work for repad 2 is 2X. The total charge is then $800 for 3X work. The repairer found that by charging that they can continue working as a repairer and live their lives.
So with the fixed prices, the repairer is making a total of $800, one customer is paying $400 and so is the other. But one customer is getting X work and the other is getting 2X. Great for the former but lousy deal for the latter.
When everything is charged exactly for the work, the customer of repad 1 would pay $267 and the customer of repad 2 would pay $533. This is each of them paying for the exact work. The repairer works exactly the same amount total and also makes the exact same amount total. The only difference is how it is devided between the customers. Though in reality if a repairer can afford to charge $400 for 2X of work, they should be able to charge $200 for X work.
Replace that "$400" with any other fixed price and the work with any type of work, the principal stays the same. The above is a relatively extreme example but it works the same way regardless.
Of course it's not possible to always be exactly 100% correct and get everyone to pay exactly for the work done, but I try as much as possible to achieve that as close as I can.