Answer:
The correct answer for option (a) is $1.15 and for option (b) is $1.33.
Explanation:
According to the scenario, the given data are as follows:
Present value (PV) = $1
Rate of interest (R) = 1.18% per month
Time period (for option a) (t1)= 12 months
Time period ( for option b) (t2)= 24 months
So, we can calculate the future value by using following formula:
FV = PV × ( 1 + R )^t
(a). By putting value in the formula:
FV = $1 ( 1 + 0.0118)^12
= $1 × 1.1511610877
= $1.15
FV = PV × ( 1 + R )^t
(b). By putting value in the formula:
FV = $1 ( 1 + 0.0118)^24
= $1 × 1.32517184983
= $1.33
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Hope this helps!
Answer:
<u>Part(a) Differential analysis as at February 24</u>
Make (Alternative 1) :
Direct Materials $35.00
Direct labor $18.00
Variable Overheads $2.70
Fixed Overheads $0.00
Total Make Costs $55.70
Buy (Alternative 2) :
Total Purchase Cost $59.00
<u>(b) On the basis of the data presented, would it be advisable to make the carrying cases or continue buying them? </u>
It is clear that from comparison of the cost of Purchase and the Cost of Making the Carrying Cases, the Cost of Making the Carrying Cases is lower than the Cost of Purchasing the Cases by $3.30
It is thus advisable to make carrying cases instead of buying them
Explanation:
Total Make Costs;
The Factory fixed overheads are irrelevant to this decision hence they were ignored in the make cost calculations.
Answer:
The spot rate in two years time = SF 12.99
Explanation:
The purchasing power parity states that the relationship between the current and future spot rate between two currencies can be linked to the differences in the expected inflation rate between the currency.
This relationship can be expressed as follows:
S1= So× (1 + hc)/(1 + hb)
So= Current spot rate, Hc- inflation rate in Switzerland, Inflation rate in Britain
Spot rate in a year's time
S1= 12.50, Hc=6%, Hc=4%
S1= 12.50× (1.06/1.04)
S1=12.74
Spot rate in two year's time
S1= 12.74× (1.06/1.04)
S1= 12.99
The spot rate in two years time = SF 12.99
