Answer:
If Impala decides to buy from the external source , it would then save the fixed of $1,750
Decision: Impala should be buy from the external source
Explanation:
<em>To determine the appropriate course of action, we shall determine whether there would be a net savings in cash flow as a result of purchasing externally or not.</em>
The relevant cash flows figures include:
- Internal variable cost of production
- External purchase price
- Savings in internal; fixed cost as result of buying outside
Variable cost of internal production = 42,000 + 8,750 + 15,750 = 66,500
Increase in variable cost if purchased externally = 66500 - 66500 = 0
If Impala decides to buy from the external source , it would then save the fixed of $1,750
Decision: Impala should be buy from the external source
Answer:
a) the development of infrastructure to support enterprise-wide analytics.
Explanation:
Base on the scenario been described in the question, the type of implementation data where house to collected for the betterment of the company, this is an typical of the development of infrastructure to support enterprise wide range of analytic data collection, building of this infrastructure also help them more physical infrastructure. Option a is the correct answer.
Explanation:
I think A. Because it is the only safe way to protect yourself even in the credit card company people might steal your identity and they dont know. So I say A
Answer:
$172,000
Explanation:
Calculation for what Andrea's 2020 gross income from the above is:
Using this formula
2020 gross income=Punitive damages+ Medical expenses deducted
2020 gross income=$160,000+$12,000
2020 gross income=$172,000
Therefore Andrea's 2020 gross income from the above is: $172,000
Answer:
a. 1.8716%
b. $13,937.9955
Explanation:
The computation is shown below:
a. For accrued interest
= (Coupon rate ÷ 2) × (Before settlement days ÷ Total settlement days)
= (4.750% ÷ 2) × (145 days ÷ 145 days + 39 days)
= 2.3750% × 0.7880
= 1.8716%
b. Now the dirty price is
= Face value × (accrued interest percentage + current price quoted on the bond)
= $13,000 × (1.8716% + 105.34375%)
= $13,000 × 107.21535%
= $13,937.9955
By applying the above formulas we can get the accrued interest and the dirty price
