Answer: 0.755
Explanation:
From the information given, the current per share value of the option if it expires in one year will be calculated as follows:
Firstly, we calculate the present value which will be:
= $28 / ( 1 + 0.05 )
= $28/1.05
= $26.667
The number of options needed will be:
= ( 34 - 28 )/ ( 4-0)
= 6/4
= 1.5
Therefore,
27.80 = (1.5 x Co) + [28 / (1+0.05)]
27.80 = 1.5Co + (28/1.05)
27.80 = 1.5Co + 26.667
1.5Co = 28.0 - 26.667
1.5Co = 1.1333
Co = 0.755
Therefore, the answer is 0.755
Answer:
Machine B has a higher NPV therefore should be produced
Explanation:
The machine with the higher Net Present Value (NPV) should be produced .
NPV of Machine A
PV of cash flow
PV of annual profit = A × (1- (1+r)^*(-n)/r
A- 92,000, n- 11, r- 12%
PV = 92,000 × (1- (1.12^(-11)/0.12 = 546268.32
PV of salvage value = 13,000× 1.12^(-11)= 3737.189
NPV = 546268.320 + 3737.189 -250,000 = $300,005.50
NPV of Machine B
A- 103,00, n- 19, r- 12%
PV = 103,000 × (1- (1.12^(-19)/0.12= 758675.0165
Pv of salvage value = 26000× 1.12^(-19)= 3018.776199
NPV =758675.0165 + 3018.77 -460,000 = $301,693.79
Machine B has a higher NPV , therefore should be produced.
Answer: Divide the Operations Section into three Divisions, each assigned to a different geographical area to evacuate.
Explanation:
Since the initial objective is to evacuate residents, therefore, in addition to a Flood Control Group and a Nursing Home Task Force, another organizational structure that can be used to tackle this issue is to divide the Operations Section into three Divisions, each assigned to a different geographical area to evacuate.
Assigning the individuals in each group to s particular area will lead to a faster evacuation and bring about efficiency with regards to the evacuation.
Answer:
The total cost of producing a given level of output is:____.
d. minimized when the ratio of marginal product to input price is equal for all inputs.
Explanation:
With the above situation, the marginal cost (input price) = the marginal revenue (marginal product). The producer can then maximize profit if it can lower its average total cost per unit below the marginal cost for producing one additional unit of its product. In all cost situations, it is better for the producer to have the total revenue exceeding the total costs, at all times, but more especially with increasing production.
