14. A short-term project requires 10,000 hours of unskilled labour and 5,000 hours of skilled labour. Both are currently fully utilised. The unskilled workers are paid £10 per hour and would work up to 15,000 more hours of overtime at an overtime rate of £15 per hour. Alternatively, additional labour could be recruited at £18 per hour. The skilled workers are paid £30 per hour. They will not work overtime, and no suitable new workers can be recruited. Sufficient hours could be obtained by transferring them from other work which has a contribution of £10 per hour (after accounting for labour costs). What is the relevant cost of labour for the proposed project? (a) £425,000 (b) £350,000 (c) £275,000 (d) £200,000

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
Section: Chapter Questions
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14. A short-term project requires 10,000 hours of unskilled labour and
5,000 hours of skilled labour. Both are currently fully utilised.
The unskilled workers are paid £10 per hour and would work up to
15,000 more hours of overtime at an overtime rate of £15 per hour.
Alternatively, additional labour could be recruited at £18 per hour.
The skilled workers are paid £30 per hour. They will not work
overtime, and no suitable new workers can be recruited. Sufficient
hours could be obtained by transferring them from other work which
has a contribution of £10 per hour (after accounting for labour costs).
What is the relevant cost of labour for the proposed project?
(a) £425,000
(b) £350,000
(c) £275,000
(d) £200,000
Transcribed Image Text:14. A short-term project requires 10,000 hours of unskilled labour and 5,000 hours of skilled labour. Both are currently fully utilised. The unskilled workers are paid £10 per hour and would work up to 15,000 more hours of overtime at an overtime rate of £15 per hour. Alternatively, additional labour could be recruited at £18 per hour. The skilled workers are paid £30 per hour. They will not work overtime, and no suitable new workers can be recruited. Sufficient hours could be obtained by transferring them from other work which has a contribution of £10 per hour (after accounting for labour costs). What is the relevant cost of labour for the proposed project? (a) £425,000 (b) £350,000 (c) £275,000 (d) £200,000
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