Answer:
i want to see the answer to this question
Answer:
D) The broker-dealer must be registered in State B in order to contact the client while she is in medical school in State B
Explanation:
Since the client will live in state B for an extended period of time, at least 4 years if she completes medical school, the broker-dealer must be registered in state B if he wishes to continue doing business with her.
If the client would have only gone to state B for a few months, then the broker could have still worked with her without registering in state B since the client could be considered on a vacation trip.
Options :
A)net present value of the $25,000.
B)future value of the $25,000.
C)internal rate of the return on the $25,000.
D)present value of $25,000.
Answer: B)future value of the $25,000.
Explanation: The Smith's calculation and subsequent result which yielded $31,000 refers to the future value of $25,000. The initial $25000 is the present value of the amount held. If the initial amount is saved or deposited over a certain number of years in an account which yields a certain rate of interest per annum and is compounded either on a monthly, yearly, quarterly or semiannual basis as the case may be, in this scenario above, the interest is called mounded annually. This initial amount will grow and yield an amount which is greater than the present deposit. This is called the future value of the initial deposit.
Answer: $57,101.73
Explanation:
First find the present value of the cash inflows. The $32,000 is a constant payment so is an annuity. The net working capital will be realized at the end of the project as well.
Present value of cash inflows = (32,000 * Present value interest factor of an annuity, 4 years, 12%) + 3,000/ (1 + 12%)⁴
= (32,000 * 3.0373) + 1,906.55
= $99,101.73
NPV = Present value of inflows - Outflows
= 99,100.15 - (39,000 + 3,000)
= $57,101.73
26% Subtract 500,000 from 630,000. Then divide the difference by 500,000.
