Answer:
The advisory fees will be "$500, 6 months or more in advance of rendering services".
Explanation:
- Whenever a nation-registered investment manager recognizes $500 (and sometimes more) of advanced consulting fees, 6 months more than before anticipation of providing services, then perhaps the consultant is deemed to have obtained ownership of customer funds being defined by NASAA.
- (In comparison, it should also be noted that perhaps the Advisers (investment) Act of year 1940 established the cap at $1,200 among Federal Covered consultants, although that wasn't the law for govt-registered consultants).
The bond payments are more predictable than stocks because bond owners know the size and timing of payments they will receive.
Bonds refers to the promise by a borrower to pay the lender his/her principal and the interest on the loan given.
- Bonds is an instrument used by company as an alternatives to taking a loan from banks.
- Generally, the bond payments are more predictable than stocks because bond owners know the size and timing of payments they will receive.
Therefore, the Option C is correct.
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The question is incomplete. The complete question is :
Selling bonds. Rawlings needs to raise $41,800,000 for its new manufacturing plant in Jamaica. Berkman Investment Bank will sell the bond for a commission of 2.2 %. The market yield is currently 7.7 % on twenty-year zero-coupon bonds. If Rawlings wants to issue a zero-coupon bond, how many bonds will it need to sell to raise the $41,800,000?? Assume that the bond is semiannual and issued at a par value of $ 1000. How many bonds will Rawlings need to sell to raise the $41,800,000?
Solution :
We know that a zero compound bond does not pay any coupon payments, so the bond price is present value for the cash inflow from a zero coupon bond.
The present value of a maturity value uses a YTM as a discount rate.
We will find the semi annual rates and the time periods as the semi annual bond is given.
The semi annual YTM is =
= 3.85 %
Number of the semi annual periods till maturity = 20 x 2
= 40
The bond price =
= $ 220.668308088
The investment bank will then sell the bonds at a price above but the charge will be2.2% commission on the above price.
The net proceeds to Rawlings
= $ 215.813605311
∴ The number of bonds required :
= 193,685.657
≈ 193,686 bonds
<span>Answer : 13.19 %
Explanation: Convert the Effective Annual Return EAR to Annual Percentage rate as shown below:
EAR = [1 + (APR / n )]^ n â’ 1
APR = n [(1 + EAR)^ 1/ n â’ 1
where n= number of days in a year. Let us take it as 365, since daily compounding
given EAR =14.1% per year
so 365 *(1.141)^(1/365) = 13.19%</span>