Answer:
The amount of cash required for payment within the discount period is $14454.
Explanation:
The account payables were due for 16800 after the purchase. When thegoods are returned, the accounts receivables fall by 2200 and the new balance becomes 16800 - 2200 = $14600.
The discount term states that if payment is made within the next 10 days of purchase, a 1% discount can be availed (1/10).
If the payment is made in discount period then discount received will be,
Discount received = 14600 *1% = $146
The cash required for payment will be 14600 - 146 = $14454
Answer:
C
Explanation:
Here, we want to select which of the given options in the question is true/correct.
From the question we can observe that the two bonds have required return less than coupon rate. Hence we can conclude that, both are premium bonds. The 7-years bond however. will have closer price to par value.
Bond prices will gradually decrease as we have a decrease in years to maturity. This means that the closer the year to maturity, the lesser the value of the bond price
Answer:
b. abandon the production of airplane tires to fully specialize in the production of race car tires and then trade with Company Z for airplane tires.
Explanation:
Company X has a comparative advantage at producing race car tires
Company Z has a comparative advantage at producing airplane tires.
A country (company) has comparative advantage in production if it produces at a lower opportunity cost when compared to other countries (companies).
A company should specialise only in the production of the good for which it has a comparative advantage.
Company X should specialise in producing race car tires and stop producing airplane tires
Company Z should specialise in producing airplane tires and stop producing race car tires
Answer:
$19,870.39
Explanation:
To find the amount that you will have to deposit today, you have to use the formula to calculate the present value:
PV=FV/(1+i)^n, where
PV= Present value
FV= Future value=$25,000
i= interest rate=4.7%
n= number of periods of time= 5 years
PV=25,000/(1+0.047)^n
PV=25,000/(1.047)^5
PV=19,870.39
According to this, the answer is that you will have to deposit today $19,870.39.
