Answer:
9.90%
Explanation:
Debt-equity=debt/equity=0.40( debt=0.40 while equity is 1 since 0.40/1=0.40)
weight of debt=0.40/(0.40+1)=28.57%
weight of equity=1/(0.40+1)=71.43%
cost of equity=11.80%
cost of debt=6.50%
tax rate=21%
WACC=(weight of equity*cost of equity)+(weight of debt*cost of debt)*(1-tax rate)
WACC=(71.43%
*11.80%)+(28.57%*6.50%)*(1-21%)
WACC=9.90%
Answer:
- context, composition, work design, and processes
Explanation:
While all the option have important parts which makes a team effective there are options with characteristics which do not affecrt the team effectiveness.
The resources available can vary between the projects thus, cannot determinated the effectiveness of a team. Thus, the second cannot be correct.
The size is a variable part as well thus, the third option cannot be correct neither.
Finally the task significance, the team should do an efficient job regardless of how much crucial is the job As if done badly all task have impact on the overall firm outcome. From janitor to managers is required that all team jobs make the extra mile or effort to achieve the desired outcome. Thus the fourth statement is not correct.
Answer:
A. includes a chronological summary of all transactions posted to individual patient ledgers/accounts on a specific day
Answer:
0.22 and substitutes goods
Explanation:
The computation of the cross-price elasticity of demand using mid point formula is shown below:
= (change in quantity demanded ÷ average of quantity demanded) ÷ (percentage change in price ÷ average of price)
where,
Change in quantity demanded is
= Q2 - Q1
= 180,603 - 194,108
= -13,505
And, the average of quantity demanded is
= (180,603 + 194,108) ÷ 2
= 187,356
Change in price is
= P2 - P1
= $2.43 - $3.36
= -$0.93
And, the average of price is
= ($2.43 + $3.36) ÷ 2
= 2.895
So, after solving this, the cross - price elasticity is 0.22
Since the cross - price elasticity is positive that reflect the goods are substitutes to each other
Answer:
See below
Explanation:
With regards to the above, Jaheem's business profit increase is calculated as
= Fixed cost + Desired profit/Contribution margin
Given that;
Fixed cost = $400,000
Desire profit = $22,000
Contribution margin = $9.4
= $400,000 + $22,000/($24 - $14.6)
= $422,000/$9.4
= $44,894
Therefore, increase on profit
= $44,894 - $22,000
= $22,894
