Escondida Mine in Chile has been so successful with their Phase IV-A Expansion that they are planning to expand their plant with all new equipment. They are going to start enlarging their plant by purchasing the following equipment:
Equipment |
Original Size |
Cost of Original Equipment (millions) |
Power-Sizing Exponent |
New Equipment Size |
SAG Mill |
50,000 tons |
$350 |
0.80 |
75,000 tons |
Cyclones |
7,500 gal |
$250 |
0.22 |
15,000 gal |
Flotation Circuit |
3,000 ft3 |
$300 |
0.6 |
12,000 ft3 |
What would be the cost for Escondida to obtain this equipment –assume that they can trade the old equipment for 15% of its original cost? Assume also that the relative price to purchase the equipment has not changed over time (that is, there has been no inflation in equipment prices).
As given in the problem there is no inflation per unit cost of old setup will be maltiplied by the new required copecity |
Then salvege value of old machine will be deducted |
Equipment Name | SAG Mill | Cyclones | Fountain cercit |
Per Unit cost | 7000 | 33333.33333 | 100000 |
350000000/50000 | 250000000/7500 | 300000000/3000 | |
Required Units | 75000 | 15000 | 12000 |
New cepecity price | 525000000 | 500000000 | 1200000000 |
old capecity traded value | 52500000 | 37500000 | 45000000 |
350000000*15% | 250000000*15% | 300000000*15% | |
Cost to be incured | 472500000 | 462500000 | 1155000000 |
(new capecity price - old capecity traded value) |
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