Answer:
$912.68
Explanation:
Particulars Time PVF at 9.9% Amount Present Value
Cash Flows (Interest) 1.00 0.9099 79.00 71.88
Cash Flows (Interest) 2.00 0.8280 79.00 65.41
Cash Flows (Interest) 3.00 0.7534 79.00 59.52
Cash Flows (Interest) 4.00 0.6855 79.00 54.15
Cash Flows (Interest) 5.00 0.6238 79.00 49.28
Cash Flows (Interest) 6.00 0.5676 79.00 44.84
Cash flows (Maturity) 6.00 0.5676 1,000.00 <u>567.60</u>
Intrinsic Value of Bond or Current Bond Price $<u>912.68</u>
Thus, the Current bond price is $912.68
Answer:
Evaluate the marketing mix to target markets
Explanation:
There are four phases in the process of an international marketing planning process and these phases are: First, Preliminary Analysis and Screening Phase. In this phase, the nature of the market entry cost, the constraints in the countries are checked such as political, economic, environmental, and legal forces. After this stage, the Second stage is called the "Adapting the Marketing Mix to Target Market Stage". This is the stage where a match of the marketing mix requirement is done. Big Donuts just completed the first phase and is now in the second phase which is to "Evaluate the marketing mix to target markets".
Answer:
$3,927
Explanation:
For the computation of bid price first we need to follow some steps which is shown below:-
Manufacturing overhead rate = Overhead cost ÷ Machine hours
= 45,000 ÷ 100,000
= $0.45
Total manufacturing cost charged to the school
= 2,000 + 400 + (900 × 0.45)
= $2,805
Markup cost = $2,805 × 0.4
= $1,122
Bid price of job = Total manufacturing cost charged to school + Markup cost
= $2,805 + $1,122
= $3,927
Answer:
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Answer:
The number of RVs must be sold to attain the target profit before taxes: 130 units
Explanation:
The number of units must be sold to meet the target profit figure are calculated by using following formula:
The number of units must be sold = (Total fixed cost + Targeted profit) / Contribution margin per unit.
RV USA estimates target profit before taxes of $150,000. Unit contribution margin is $5,000 and fixed costs are $500,000.
The number of units must be sold = ($500,000 + $150,000)/$5,000 = 130 units
