Respuesta :
we have the following information:
R&D = NOK 12000000
Materials = 6000000
Labour hours = 100000
Improvement curve = 80%
Skilled labour = 300/hour
Desired profit = 25%
a. Number of hours:
Using the learning curves table, the value for 80% in the 8th unit is = 0.5120
therefore the number of learning hours = 100000 x 0.5120
= 51200 hours
the eight satellite would need 51200 hours of labor
b. The labour hours for the whole project of 8
The corresponding value using the learning curves cumulative value table = 5.346
so the labour hours = 100000*5.346
= 534600 hours
The whole project requires 534600 hours.
c. Price for the project
We first find the total cost of the project
Total cost of labor = required hours x cost of labor
= 534600 x NOK300
= 160380000
Then we find the margin of profit
25% x total cost
25% (160380000 + 12000000 + 6000000)
= 178380000 x 0.25
= 44595000
The proposed price would be
44595000+160380000+12000000+6000000
= 222,975,000 NOK
the total price is 222,975,000 NOK. This is the price I would ask for.
D. a 75% rate is = 4.802 at 8 units in the cumulative values table.
Total hours = 100000x4.802
= 480200 hours
Total hours = 480200x 300
= 144060000
profit margin = 25% (144060000x6000000x12000000)
= 40515000
The impact that this has is that the profit margin has now fallen from 44595000 Nok to 40515000 NOK
E.
To build these satellites NSDC had 6million NOK
6million/2 = 3000000
4 units at 80 percent in the learning curve = 3.142
100000x3.142 = 314200 hours
Total cost of labor = 314200 hours x 300
= 94260000 NOK
Profit margin = 25% x 94260000 x 12000000 x 3000000
= 27315000 NOK
The justified price that i would quote them = 27315000+94260000+3000000+12000000
= 136575000 NOK
This is the proposed price for the 4
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