Answer:
We cannot answer this question due to a lack of information:
Would this contract increase (or decrease) Campus Stop’s dollars of gross profit and its gross profit percentage?
all you need to do from here is to compare the figures i computed with the ones you supposed to be given.
Explanation:
Gross profit from contract in $ = Revenue from Contract - Costs
= $27,000 - $15,600
= $11,400
Gross Profit % = $11,400/$27,000
= 42.2%
We cannot answer this question due to a lack of information:
Would this contract increase (or decrease) Campus Stop’s dollars of gross profit and its gross profit percentage?
all you need to do from here is to compare the figures i computed with the ones you supposed to be given.
Answer: Free rider
Explanation:
According to the question, the Jon described as the free rider because his co workers are giving him opportunity to feel relaxed and he can able to focus on interesting topics apart from his work.
Free rider is basically denoted to the person who take various types of benefits without expending any type of money and efforts.
This helps the individual person to feel relaxed mind and enjoy the specific period of time on the different types of things that he find out more interesting.
Answer:
the activity rate is $162
Explanation:
The computation of the activity rate is shown below:
= Estimated overhead cost ÷ Estimated activity
= $396,900 ÷ 2,450
= $162
Hence, the activity rate is $162
We simply applied the above formula so that the accurate activity rate could come
Answer:
the break even point in units in order to make a profit is 220,800 units
Explanation:
The computation of the break even point in units in order to make a profit is shown below:
Break even point in units is
= (Fixed cost + profit) ÷ (Selling price per unit - variable cost per unit)
= ($126,000 + $150,000) ÷ ($2.50 × 1.5 - $2.50)
= $276,000 ÷ ($3.75 - $2.50)
= 220,800 units
hence, the break even point in units in order to make a profit is 220,800 units
Answer:
Spot USD/GBP rate = 1.5711
(a) 1 year USD/GBP forward rate:
= [Spot rate × (1 + Domestic currency interest rate)] ÷ (1 + foreign currency interest rate)
= [1.5711 × (1+0.19%)] ÷ (1 + 0.39%)
= 1.56797, which means the USD will be at a forward premium
b) The observed 1 year forward rate is 1.60 which differs from the ideal forward rate.
This means an arbitrage opportunity exists here.
c) I would sell GBP forward for 1 year @ 1.60.
This means that I will receive USD 1.60 for every 1 GBP I sell instead of 1.56797 that is the ideal deal.
This is how I would take advantage of the arbitrage opportunity.