Answer:
SITE A
Explanation:
Given :
FACTOR___ WEIGHT _SITE A_ SITE B _SITE C
Labor Cost __ 0.25 _____92 ____82____ 84
Curr Stability _ 0.35 _____75 ___ 85____ 88
Prox Market __ 0.30 ____ 80 ____50 ___ 60
Taxes _______ 0.10 _____69 ___ 88 ___ 91
SITE A:
(0.25 * 92) + (0.35*75) + (0.30*80) + (0.10*69) = 80.15
SITE B :
(0.25 * 82) + (0.35*85) + (0.30*50) + (0.10*88) = 74.05
SITE C :
(0.25 * 84) + (0.35*88) + (0.30*60) + (0.10*91) = 78.90
Using the weighed factor model;
The based site for locating the facility is SITE A as it has the highest weighted value
Answer:
The break-even point is $25,900 units
Explanation:
In this question we use the formula of break-even point in unit sales which is shown below:
= (Fixed expenses) ÷ (Contribution margin per unit)
where,
Contribution margin per unit for product A = (Selling price per unit - Variable cost per unit) ×product mix
= ($13.50 - $6.15) × 40%
= $2.94
Contribution margin per unit for product B = (Selling price per unit - Variable cost per unit) ×product mix
= ($16.75 - $6.85) × 60%
= $5.94
So, the total contribution margin would be equal to
= $2.94 + $5.94
= $8.88
And, the fixed cost is $230,000
Now put these values to the above formula
So, the value would be equal to
= $230,000 ÷ $8.88
= $25,900 units
Answer:
B) $2,850
Explanation:
1: Find the discount: $3,000*5% = $150
2: Subtract the discount: $3,000 - $150 = $2,850
Answer:
i=4.84%
Explanation:
the key to answer this question, is to remember the model of return for a perpeuity dividend calculation:
where value is the current stock price, i is the dividend yield and k is the growth rate, so applying to this particular case we have
k=3.4/91
k=3.74%
and solving i for the previous formula:
