Answer: Option D
Explanation: In simple words, normal cash flows refers to those cash flows which have one initial investment at the beginning followed by a stream of inflows while in case of non normal cash flows the stream keeps changing from inflows to outflows.
Normal cash flows have only one IRR as there can only be single rate at which NPV will be zero while in case of Non normal there are two IRR due to uneven stream.
Thus, we can conclude that the correct option is D.
Answer:
The correct answer is B
Explanation:
When the company want that their employees, need to have the knowledge and develop their knowledge as well, they need to arrange or conduct the program of the training as well as programs of the recruiting.
As the CEO, realizes and states that the firm or the business survival grounded on the acquiring as well as the developing the knowledge. So, in order to follow what the CEO said, one must go through the proper training as well as the programs of the recruiting.
Answer:
a, Journal Entries to record transactions
Account Titles Debit Credit
Cash $5,412.36
Cash Short and Over $0.71
($5,413.07 - $5,412.36)
Sales $5,413.07
The actual cash in cash register is debited to cash account and cash receipts per cash register tally is credited to sales account and the balancing figure is debited or credited to Cash short and over account.
b. Journal Entries to record transactions
Account Titles Debit Credit
Cash $3,712.95
Cash Short and Over $0.79
(3,712.95 - 3,712.16)
Sales $3,712.16
Let's call
x = number of hours worked by Kyle in his old job.
y = number of hours worked by Kyle in his new job.
Writing the system of equations:
x + y = 54
5x + 7y = 338
Solving the system of equations:
5 (54-y) + 7y = 338
270-5y + 7y = 338
2y = 338-270
y = 68/2 = 34
Therefore, Kyle worked 34 hours in his new job.
Answer: 0.59 ± 0.081 = (0.671, 0.509)
Explanation:
The sample proportion, p = 118/200 = 0.59
The test statistic at 98% confidence interval is given by :
p + z*Sqrt(p(1-p)/n) ; p - z*Sqrt(p(1-p)/n)
z at 98% C.I. is 2.33
Therefore, 0.59 + 2.33 * sqrt(0.59*(1-0.59)/200) and 0.59 + 2.33 * sqrt(0.59*
(1-0.59)/200)
=0.59 + 0.081 and 0.59 - 0.081
=0.671, 0.509
