<span>Using the numbers as written in the corresponding question, you would subtract 20,000 from 100,000 to get your amount of net profit. The 100k and the 20k are original sales figures, with the 100 being total sales and the 20 being sales returns. After subtracting the total returns you are left with net profit of 80k. You would then multiply the 80k by 1% to get your amount for bad debts. The total would be $800 of bad debt expenses (debts)..</span>
Answer: democratic leadership
Carmen stated a possible solution that was increasing tuition fee and then Carmen said that it should be considered. This means that she did not impose it that that is the only solution and that has to be done in any way, if she did then it would’ve been autocratic leadership.
Carmen left some room for discussion and this means it is a democratic approach in leadership.
Answer:
The firm's cost of equity is C. 14.05 percent
Explanation:
Hi, we need to use the following formula in order to find the cost of equity of this firm.
Where:
r(e) = Cost of equity
rf = risk free rate
rm = Market rate of return
Everything should look like this.
So, this firm´s cost of equity is 14.05%
Best of luck
Answer:
Since elasticity is 6.4, a positive figure,it is normal good and the fact that it is greater than one means it is elastic,hence option A is correct
Explanation:
The formula for income elasticity of demand is given as:
/(new quantity-old quantity)//(old price+new price)/2)/(New income-Old income)/(old income+new income)/2)
New income=$33,000
Old income=$31,900
New quantity =5 times
Old quantity=3 times
Hence=(5-3)/(3+5)/2)/(33500-31900)/(31900+33500)/2)
Elasticity=6.45
Answer:
Product A because the contribution margin per MH is $23.33
Explanation:
In terms of efficiency, you have to look for the highest outcome with the fewer use of resources. In this case, the resources available are the machines, and the outcome is the profit (margin per unit). Applying the formula: Efficiency producing X (Ex) = [(1 hour of machine hour) / (Product x timed used per unit)]Margin per unit X, and comparing products A and B, you get that producing A is more efficient in terms of profits than producing B, by $10,1 per hour (23,33 - 13,2)
