Ok mathematicians, I'm looking for the following price comparison. Let just take this simple example and analyze it. I'm comparing today BLT at $85 pp to say SSR $55 pp. now factor in that in either case you will use every year and every point on vacations you can get the same room type and you don't prefer either property. We'll factor in MF later if we can.
So considering that one resort is cheaper pp but the other gives you many more years, which is the better price for your vacations?
The way I figured it BLT is best but I can't say I'm certain of it. Any help out there? Anyone already do this calculation?
Is the formula "total price / total years = cost per vacation"? Now factor in MFN if you can or if we even need to. To me BLT wins, and then the fact you get more years at the same price factor even with inflation make it better down the line.
So considering that one resort is cheaper pp but the other gives you many more years, which is the better price for your vacations?
The way I figured it BLT is best but I can't say I'm certain of it. Any help out there? Anyone already do this calculation?
Is the formula "total price / total years = cost per vacation"? Now factor in MFN if you can or if we even need to. To me BLT wins, and then the fact you get more years at the same price factor even with inflation make it better down the line.