Answer:
The answer is "".
Explanation:
As the problem stands
At the point of P, it is the complex number z in the Diagram of Argand and z = X+iy.
We have said this:
where the parameter is a true
The conceptual equation of the locus P varies between
And in equation mentioned above.
put the value of x, y in equation (ii) we get:
to put the of in equation (iii) we get:
<span>A. Both are accepted by most people and most businesses. - This is </span><span>true of both paying with a check and paying with a debit card.
A check is written against a demand account. Issued checks can be deposited to an account or encashed. It has to undergo clearing processes to ensure that the account it is drawn from has sufficient cash balance to cover the amount issued.
A debit card is a card that already has a cash balance. It can only be used upto the amount of cash it has in its debit account. One the debit card is swiped, cash from the debit account is automatically deducted. </span>
Answer:
a. 16.00%
b. $13.50
Explanation:
a. The computation of the required return is shown below:
Expected rate of return = Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
= 4% + 1.5 × (12% - 4%)
= 4% + 1.5 × 8%
= 4% + 12
= 16.00%
b. Now the stock price is
= Current year dividend ÷ (Required rate of return - growth rate)
= ($1 × 1.08) ÷ (16% - 8%)
= 1.08 ÷ 8%
= $13.50
We simply applied the above formulas
Answer:
imma go with C hope this helps
Answer:
B) it takes fewer dollars to equal a unit of foreign currency.
Explanation:
A rise in a currency means that its demand rises. When the value of dollar goes up, it means that the purchasing power of the currency has increased compared to other currencies. The increase may be as a result of high trading rate in the economy. A rise in dollar value in this case, means that its demand rises , rise in demand results to proportionate increase in the amount required to afford a single dollar. In general, a rise in dollar means that it takes fewer dollar to equal a unit of foreign currency.