The appropriate response is Daily Compounding. Progressive accrual is the expansion important to the key total of an advance or store, or as it were, enthusiasm on intrigue. It is the aftereffect of reinvesting premium, instead of paying it out, so that enthusiasm for the following time frame is then earned on the chief total in addition to the already gathered premium.
Answer:
$500 million
Explanation:
The solution of the money supply and its effect is here below:-
Decrease in money supply = $50 million ÷ reserve ratio
= $50 million ÷ 10%
= $500 million
If $50 million were used to repay loans, that will have raised money supply. Thus, buying $50 million in government securities from the fed reduces the supply of capital.
Answer:
(a)
For Job G15:
Direct labor = $20,000
Overhead applied = 16,000
Overhead rate = 
= 0.8 × 100
= 80%
Overhead applied = Direct labor × 80%
= $20,000 × 80%
= $16,000
Overhead is applied on direct labor. Hence, rate is 80%.
Overhead for Job B10 = Direct labor × 80%
= $54,000 × 80%
= $43,200
Therefore,
Total overhead applied = $43,200 + 45,750 + 16,000
= $104,950
(b) Hence,
Overapplied overhead for February:
= Total overhead applied - Actual Overhead
= $104,950 - $68,500
= $36,450
Answer:
y = (x / 100) + 100
Explanation:
First, we need to know the amount of money that it spends on advertising for each extra unit sold. That would be equal to: 2,500 / 25 = 100
This value will be the divisor of the advertising expense (x) to obtain the variable factor of the number of units.
Since 100 units are already sold without investment, this value is taken as fixed and added.
And with the previous data, the formula remains:
y = (x / 100) + 100
Answer:
We have to discount these payments to find the present value
500,000
500,000/1.1
500,000/1.1^2
500,000/1.1^3
We keep on doing this until we reach 500,000/1.1^19
After that we add all the payments and get the value. A less time consuming way of doing it is using a financial calculator
Pv=?
N=19
FV=0
PMT=500,000
=4,182,460.05 we add 500,000 to this because the first payment was not discounted=4,682,460.05= Present Value.
Explanation:
