Answer:
352,000
Explanation:
add up all the numbers, then you divide by 3
Answer:
The future value of a 18-year annuity of $2,000 per period where payments come at the beginning of each period is $59,078.
Explanation:
We apply the formula to calculate future value of annuity to find the future value of 18-year annuity as at the beginning of year 18 ( because payment comes at the beginning of the year):
2,000/5% x (1.05^18 -1) = $56,264.77.
We further compound the future value of 18-year annuity as at the beginning of year 18 for one period to come up with the future value of this annuity as at the end of 18 year time:
56,264.77 x 1.05 = $59,078.
So, the answer is $59,078.
Answer:
The correct response will be "Paying a premium price
".
Explanation:
- Each consumption has the fundamental economic intention of obtaining products that have the highest possible and the limit requirements at the lowest competitive prices.
- And therefore, satisfied customers frequently ignore that instinct because some other manufacturer is still connected to something like the commodity.
Explanation:
The computation is shown below:
1. For Predetermined overhead rate
Predetermined overhead rate = (Total estimated manufacturing overhead for 4 months) ÷ (Total number of units)
where,
Total estimated direct manufacturing cost is
= $166,400 × 4 months
= $665,600
And, the total number of units is
= 4,700 units + 8,700 units + 4,300 units + 7,900 units
= 25,600 units
So, the predetermined overhead rate is
= $665,600 ÷ 25,600 units
= $26 per unit
2. Now the allocated cost for each month is shown below:
For January
= 4,700 units × $26
= $122,200
For February
= 8,700 units × $26
= $226,200
For March
= 4,300 units × $26
= $111,800
For April
= 7,900 units × $26
= $205,400
c. Now the total cost per unit is
= $22 + $26
= $48 per unit
Answer:
TRUE
Explanation:
The coupon rate for a bond is fixed and is paid by the issuer of the bond to the bondholder. The cash outlay/inflow to the issuer/bondholder is always the same reardless of the market rate.
The effect of the market rate is on the cost to acquire the bond in the secondary market. It do not change the coupon obligation.