Answer:
B) They must be delivered regardless of whether the individual becomes a client of the investment adviser
Explanation:
The North American Securities Administrators Association (NASAA) requires investment advisers to deliver the Brochure (Form ADV Part 2A) and the Brochure Supplement (Form ADV Part 2B) to any prospective client they seek. Both the Brochure and the Brochure Supplement must be delivered within 48 hours of contacting the prospective client.
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:
$1,680
Explanation:
Based On the information given if on July 1 the company paid the amount of $3360 as a premium on a year insurance policy which as well include benefits beginning on that date, What will be the insurance expenses on the annual income statement for the first year ended December is $1,680 Calculated as:
Insurance expenses=6/12*$3360
Insurance expenses=$1,680
Therefore What will be the insurance expenses on the annual income statement for the first year ended December is $1,680
Answer:
$5,000
Explanation:
If these are death benefit funds then it must be noted that tax is not applicable on the lump sum amount of death benefit but the interests paid on the amount left on deposit with the insurer is taxable. In simple terms, if dividends are left on deposit to earn interest then this interest is taxable!
Interest rate= 5%
Amount= $100,000
Tax= 0.05x100,000
Tax= $5,000
Answer:
a) actual dollar = $60
b) Constant dollar of the 15th payment = $38.710
Explanation:
Facts from the question:
The Face value of the bond = $1,000
Nominal Interest rate = 12% and it compounded annually
General inflation rate = 6%
The question: Determine the 15th interest payment on the bond.
Step 1: The coupon for the amount of semi annual payment is as follows:
Coupon= (Interest rate/ Number of compounding times in a year) x face value of the bond
= (0.12/2) x 1000
= $60 -= Actual dollar amount
Step 2: Determine the 15th payment and this will represent the middle of the 8th year or (7 1/2) year.
To calculate this=
Constant dollar amount of the 15th interest payment
= Actual dollar amount (above) / (1 + inflation rate)∧n
where n= the number of years = 7.5 years
= $60 / (1 + 0.06) ∧7.5
= $60/1.55
= $38.710
This means the constant dollar amount on that 15th payment = $38.710
