Answer:
The correct answer is letter "D": A&B.
Explanation:
Managers have several functions within an organization. Among them, they must <em>analyze information </em>-the accounting books of the company- to find out what products have maximized their production process and which ones have not. Besides, they must relate that information to the number of sales the company is processing given a certain period.
Thus, what is the best and low-selling products of a firm are questions that managers must ask to explore its<em> strengths, weaknesses, and opportunities</em>.
The rent that the manager should charge to maximize revenue will be $2,000.
In business, a rent is known as the cost incurred by a business to utilize a property or location for an office, retail space, factory, or storage space.
Initially, to find revenue by coming up we can calculate with an equation below:
Revenue = Price × Revenue
Where, price = 1000 + 20x
Quantity = 150 - x
R(x) = (1000+20x) (150-x)
R(x) = 150000 - 1000x + 3000x - 20x²
R(x) = - 20x² + 2000x + 150000
To maximize the revenue, we calculate the derivative and set it to zero:
R(x) = - 20x² + 2000x + 150000
R(x) = -40x + 2000
-40x + 2000 = 0
40x = 2000
x = 50
After we find the amount of X, thus we determine the rent that the manager should charge to maximize revenue
Price=$1000+20x
Price=$1000+20(50)
Price=$1,000 + 1,000
Price = $2,000
Learn more about the rent at brainly.com/question/2254034
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Answer:
Risk and Return
1. Joe is an average investor. His financial advisor gave him options of investing in stock A, with a σ of 12%, and stock B, with a σ of 9%. Both stocks have the same expected return of 16%. Joe can pick only one stock and decides to invest in stock B.
Good Financial Decision?
Yes
No
2. Marcie works for an educational technology firm that recently launched its employee stock option plan (ESOP). Marcie allocated all her investments in the ESOP.
Good Financial Decision?
Yes
No
3. rin wants to invest in a hedge fund that has had a very strong performance track record. The hedge fund has given its investors a return of over 60% for the past five years. Although Erin is tempted to put her money in the fund, she decides to conduct due diligence on the hedge fund’s assets, because she is aware that past performance is no guarantee of future results.
Good Financial Decision?
Yes
No
Explanation:
1. Joe's decision to invest in stock B is a good financial decision. Since both investments have the same returns, the decision on which investment to take shifts to the standard deviation of the returns, which specifies the variability of the returns. Invariably, the investment with less standard deviation should win the vote. Therefore, Joe's decision is a good financial decision because investment in B has a standard deviation of 9% unlike A's 12%.
2. Putting all eggs in one market as Marcie had done by allocating all her investments in the ESOP is not a good financial decision, theoretically. It is always best to spread the risks, though higher-yielding investments (returns) bear higher risks.
3. The decision of Erin to conduct due diligence on the hedge fund's assets, despite its past performance is a good financial decision. Due diligence reveals some behind-the-scene information that are instrumental in making sound business decisions. Who are the present managers of the fund? What systems are in place in the entity to guarantee similar future performance, all things being equal? What market's sentiments and information are available for consideration? These questions, and many others can be answered through a due diligence. Surely, "past performance is no guarantee of future results."
Answer:
Coupon rate is 6.5%
Explanation:
Bond price is the sum of present value of coupon payment and face value of the bond. If the price is available the coupon payment can be calculated by following formula
Price of the Bond = C x [ ( 1 - ( 1 + r )^-n ) / r ] + [ F / ( 1 + r )^n ]
$1,038 = C x [ ( 1 - ( 1 + 6.1%/2 )^-14.5x2 ) / 6.1%/2 ] + [ $1,000 / ( 1 + 6.1%/2 )^14.5x2 ]
$1,038 = C x [ ( 1 - ( 1 + 0.0305 )^-29 ) / 0.0305 ] + [ $1,000 / ( 1 + 0.0305 )^29 ]
$1,038 = C x [ ( 1 - ( 1.0305 )^-29 ) / 0.0305 ] + [ $1,000 / ( 1..0305 )^29 ]
$1,038 = C x [ ( 1 - ( 1.0305 )^-29 ) / 0..0305 ] + [ $1,000 / ( 1.0305 )^29 ]
$1,038 = C x 19.068 + $418.42
$1,038 - $418.42 = C x 19.068
$619.58 = C x 19.068
C = $619.58 / 19.068
C = $32.49
Coupon rate = 32.49 / $1,000 = 3.25% semiannual
Coupon rate = 3.25% per semiannual x 2 = 6.5% per year
