Answer: Decrease by $70000
Explanation:
Before the Barbecue Division is eliminated, the profit gotten will be:
Revenue from Barbecue Division sales = $510,000
Less: Salaries = $110000
Less: Direct material = $315000
Profit = $70000
Therefore, based on the analysis above, If Barbecue Division were eliminated, profitability would decrease by $70000
Answer:
Perfectly inelastic
Explanation:
A demand is perfectly inelastic when quantity demanded does not change in response to a change in price.
<h3>Explaination</h3>
Marketers sometimes forced to reposition their services or products to ensure profitability the company has no other option but to reposition its services or products that would cater to a new target segment of their existing market and ensure sales or profitability.
<h3>Reason</h3><h3 />
There could be many reasons for marketers repositioning their products.
- The products are evolving and getting more features into it. They needs to marketed differently in order to make the customers aware of the new features, add-ons. In this case, it is better to reposition the products.
Answer:
The intrinsic value of A -$44.57 is higher than that of B- $ 29.71
Explanation:
<em>The intrinsic value is the present value of he expected future dividend discounted at he required rate of return.</em>
<em>So, we would work out the intrinsic value of the two stocks using the the formula below:</em>
Intrinsic value = D× (1+r)/(k-g)
Intrinsic value of stock A
D-3, r-11%, g-4%
= 3 ×(1.04)/(0.11-0.04)
=$44.57
Intrinsic value of stock B
D-2, r-11%, g-4%
= 2 ×(1.04)/(0.11-0.04)
= $29.71
Answer:
c. 6
Explanation:
The maximun profit is determined by the point where the Marginal Revenue (MR) is equal to the Marginas Cost (MC).
Solving for person of type 2 and considering Z=1.
The marginal cost equation:
MC = 2 + 4z
MC = 2 + 4(1)
MC = 6
The demand equation:
P2 = 24 - 2Q2 + 6z
P2= 24 - 2Q2 + 6
P2= 30 - 2Q2
To calculate the Marginal Revenue, we calculate, at first, the total profit:
Total profit=P*Q2
TP=(30-2Q2)*Q2
TP=30Q2 - 2Q2^2
Taking the derivative of the total profit, we obtain the Marginal Revenue
MR = 30 - 4Q2
Finally, set the MR and MC, and solve for Q2
30 - 4Q2 = 6
24 = 4Q2
<h2>
Q2 = 6</h2>