Answer:
marketing strategy
Explanation:
Based on the scenario being described within the question it can be said that the term that is being described is known as a marketing strategy. like mentioned in the question this is a business's overall game plan which they have designed in order to reach their target market and turn them into consumers of their products so that the company may increase profits. This is done by using many different factors such as price, promotion, and distribution system etc.
Answer and Explanation:
Margin trades work this way because they allow them to extend the amount of money invested regardless of whether the security's price drops or rises. In a more simplified way, we can state that the margin trade allows that even if the price of a security goes up or down, the invested money presents a percentage of gain or loss much bigger than the original value. This is because this money was deposited as a loan guarantee, allowing interest to run on it, increasing it.
Answer:
unrealized gain from change in market value = $10,617
Explanation:
Bonds carrying value = $739,816
amortization of bond discount = ($739,816 x 6%) - ($800,000 x 5.5%) = $389
amortization of bond discount = ($740,205 x 6%) - ($800,000 x 5.5%) = $412
bond's carrying value = $740,205 + $412 = $740,617
unrealized gain = carrying value - market value = $740,617 - $730,000 = $10,617
Answer:
current market price = $953.29
Explanation:
the market price of the bond = present value of the face value + present value of coupon payments
PV of face value = $1,000 / (1 + 3.865%)¹⁸ = $505.31
PV of coupon payments = $35 x 12.79935 (PV annuity factor, 3.865%, 18 periods) = $447.98
current market price = $505.31 + $447.98 = $953.29
Answer:
$74,250
Explanation:
The computation of interest pay at the end of the first year is given below:-
Interest pay at the end of the first year = Borrowed Euro × Euro at the time of loan × Interest rate per year
= 1,000,000 euro × $1.35/euro × 5.50%
= $74,250
Therefore for computing the interest pay at the end of the first year we simply multiplied the borrowed euro, euro at the time of loan and interest rate per year.