Answer: A. improved computer security programs
Lots of people lose money due to phone fraud scammers. They try to approach the target to sell improved computer security programs. They do lots of ways to convince you to the point of asking you to give personal information. If you happen to meet one, say no.
Answer:
1.10
Explanation:
The computation of portfolio's beta is shown below:-
= Stock A Beta × Invested in Stock A ÷ Total value + Stock B Beta × (Total value - Invested in Stock A) ÷ Invested in Stock A
= 0.75 × $47,500 ÷ $100,000 + 1.42 × ($100,000 - $47,500) ÷ $100,000
= 0.75 × $47,500 ÷ $100,000 + 1.42 × $52,500 ÷ $100,000
= 0.75 × 0.475 + 1.42 × 0.525
= 0.35625 + 0.7455
= 1.10175
or
= 1.10
Therefore for computing the portfolio beta we simply applied the above formula.
Answer:
The capitalized cost is $ 84,667.20
Explanation:
First of all please note that the cost of $ 75,000 is already the present cost.
The cost of $3200 which occurs every 3 years can be converted into a value using factor A/F for one life cycle.
The capitalized cost then can be calculated as follows
:
CC = $ 75,000 + $ 3200(A/F, 10%, 3 years)/interest
CC = $ 75,000 + $ 3,200(0.3021)/0.1
CC = $ 75,000 + $ 9,667.2
CC = $ 84,667.20
Answer: Third
Explanation:
Diminishing returns to labor refers to the phenomenon where every additional worker leads to an increase in production at a decreasing rate.
Using the scenario described, when there was only one employee the company could mow 4 lawns a day. They added a 2nd worker and that figure went to 9 lawns a day which is an increase of FIVE.
When they added a 3rd worker, the figure again went up but only to 12 which is an increase of THREE only as opposed to the last increase of FIVE.
After the third worker therefore, there was an increase but at a smaller rate.
Answer:
The answer is 9.85%
Explanation:
The number of periods N = 9years(10 years minus 1 year ago)
Yield to Maturity (I/Y) = ?
Present value of the bond (PV) = $950.70
Future value of the bond(FV) = $1,000
Annual payment (PMT) = $90 (9% x $1,000)
Using a financial calculator to solve the problem ( BA II plus Texas instruments):
Yield to Maturity (I/Y) = 9.85%
