<span>Let us first find out how much of the prepaid subscriptions has been used up during the reporting year. $1548 is for 36 months. So the monthly rate of subscription charges will be 1548/36 = 43. During the reporting year, subscription charges are paid only for 9 months( from April to December) So the amount to be debited to subscription charges = 43 * 9 = 387. Subscription charges will be debited with $ 387 and prepaid subscriptions account will be credited with the same amount. The remaining amount, 1548-387=1161, will remain in prepaid subscriptions account as a debit balance.</span>
Answer:
15 ounces.
Explanation:
The first ounce is worth 0.40, and the additional x ounces are worth 0.25 each. So, the inequality should be Y > A + B * X, where Y is equal to 4, A is the value of the first ounce (0.4), B is the value of the additional ounces (0.25) and x is the quantity of additional ounces.
- 4 > 0.4 + x * 0.25
- 4 - 0.4 > 0.25x
- 3.6/0.25 > x
- 14,4 > x
14 is the maximum of additional ounces that can be mailed, we have to add the first one, for a total of 15 whole ounces that can be mailed for no more than $4.
Pn = P0(1+r)∧n
Pnis future value of P0
P0 is original amount invested
r is the rate of interest
n is the number of compounding periods (years, months, etc.)
P(n) = 2250(1+(.03/4)∧8
** since the interest is compounding quarterly, you need to divide the rate by 4, the number of quarters in a year.
Then you would do the math.
Answer:
$12,936,120
Explanation:
The formula for calculating compound interest
=FV = PV × (1+r)n
Fv = future value
PV present value
r interest rate =10 %
t =time = 5 years
Future value= 12million x(1+10/100)5
=12,000,000 x (1+0.1)5
=12,000,000x1.61051
= $12,936,120
