Available Options are:
A. Investors' allowable investment depends on the accredited or non-accredited status.
B. Investors may invest a combined $50 million within a 12-month period.
C. Investors may invest no more than $1 million combined for the first year of the business.
Answer:
Option C. Investors may invest no more than $1 million combined for the first year of the business.
Explanation:
The non-accredited investors do not invest more than $1 million for first year. Furthermore, for Investor it also imposes investment in current business conditions which says that Investor can invest in its business with greater of:
1. $2000
2. Or the lesser of (If the net worth of Wendy is less than $100,000)
- 5% of its total income for the year
- Net worth
There is also an option which is available if the net worth of Investor exceeds above $100,000 then he can invest up to lesser of 10% of his income or net worth, otherwise he will have to follow the above conditions.
Here, it also has an upper limit, which means that the investor can not invest more than $100,000 in the subsequent year, whatever the level of net worth or income he had for the year.
This means the non-accredited investor can not invest more than $1 million.
Answer:
$32,647
Explanation:
P=R(1-(1+i)^-n)/i
Where P=$140,000
R=?
i=14%
n=7 years
by putting above values in formula, we get
140,000=R (1-(1+.14)^-7)/.14
$140,000=R4.288
R=$140,000/4.288
R=$32,647
Answer:
expect the customer to wait = 6.74 sec
1 car would expect to see in the system.
Explanation:
given data
arrive rate λ = 300 per hour
verify the debit card u = 1 card per 5 second = 720 card per hour
solution
L(q) = 300² ÷ ( 2 × 720 (730-300) )
L(q) = 0.1453
L(q) = 2.0833
and
L(s) = 0.1453 + 300/720
L(s) = 0.5619 W(s)
so
expect the customer to wait = 0.5619 ÷ 300
expect the customer to wait =0.001873
expect the customer to wait = 6.74 sec
and
L(s) 0.5619 = 1 cars
so 1 car would expect to see in the system.
Answer:
<em>For the 2 year treasury securities it was 7%, and for a 3 year treasury securities it was 7.33%</em>
Explanation:
<em>From the example, </em>
<em>The real risk rate of interest is= 4%</em>
<em>The inflation expectation of this year=2%</em>
<em>Inflation expected for the next 2 years=4%</em>
<em>Maximum risk premium=0</em>
<em>Therefore</em>
Rt= r* + (Inflation/ year)
Rt2= 4 + (2 + 4 / 2) = 7%
<em>Rt3= 4 + (2 + 4 / 3) = 7.33% </em>
