Answer:
sunk cost.
Explanation:
Sunk cost can be defined as a cost or an amount of money that has been spent on something in the past and as such cannot be recovered. Thus, because a sunk cost has been incurred by an individual or organization it can't be recovered and as such it is irrelevant in the decision-making process such as investments, projects etc.
Basically, sunk costs are referred to as fixed costs.
Sunk costs are the opposite of relevant costs because they can't be changed or recovered, as they've been spent or contracted in the past already. Hence, relevant cost are relevant for decision-making purposes but not sunk costs.
Hence, a cost incurred in the past that is not relevant to any current decision is classified as a sunk cost.
For example, ABC investors decide to acquire land and develop residential houses at a location X. This decision is informed on the fact that the government had recently enacted a policy that led to an increase in demand for residential properties in that location. 6 months into construction of the residential houses, the government reviews and rescinds the policy. This leads to a sharp decline in property values in location X. ABC investors had already incurred 10 million dollars in the project. The 10 million dollars is considered sunk cost.
Answer: Yes, Suzette deposited the earnest money in the broker's trust fund account as directed. She also deposited the check within three business days of receipt. Unless there were written instructions to hold the check until acceptance of the offer, the check may be cashed
Answer:
The people who buy the stock
Explanation:
I'm not sure but that's my best guess considering they bought it and would more than likely have to sign a contract of liability.
Answer:
True
Explanation:
If a natural disaster occurs, house insurance can prevent you from further financial loss, as some compensation would be given.
Answer:
d. 42.90 hours
Explanation:
y = aQᵇ
y = average time to produce one more unit
a = the time it took to produce the first unit
Q = cumulative production
b = learning rate = [(log learning rate in %) / log 2] = -0.152003093
learning rate in % = 10.8 / 12 = 0.9 = 90%
cumulative quantity average hours per unit total hours
1 12 12
2 10.8 22.8
3 10.38 33.18
4 12 x 4⁻⁰°¹⁵²⁰⁰³⁰⁹³ = 9.72 42.90
