Answer:
Cash flow is important to government entities because:
As with non-government entities, cash flow is important to government organizations because it is required for the operations of any organization regardless of whether they are government-owned or not, for-profit or not.
The measurable difference in the cash balance of any organization from one period to the next is referred to as Cashflow. No business or entity can continue operations if they keep taking out or spending more cash than they can make.
An administrator can plan for cash flow using a Cash Flow Planner.
This can take the form of a simple excel spread sheet with one column showing on one side all the monies that one is expecting to come in (Account Receivables) and an adjacent column showing all the monies one is expecting to pay out (Account payables).
At the bottom of the excel, you can show the bank balance.
There are specialised apps that help perform this function. An example would be Quickbooks, Planware, Cash Flow Planner, etc.
Cheers!
An example of an expansionary fiscal policy is INCREASING GOVERNMENT SPENDING. An expansionary fiscal policy refers to a policy that is used to increase the money supply in an economy. Expansionary fiscal policy come in form of tax cuts, transfer payments, increased government spending and rebates.
Answer:
Annual contributions to the retirement fund will be $6,347.31
Explanation:
First find the Present Value of the Annuity giving payments of $32,000 annually for 25 years at the rate of 10%.
Using a Financial Calculator enter the following data
PMT = $32,000
P/y = 1
N = 25
R = 10%
FV = 0
Thus, the Present Value, PV is $290,465.28
At the time of retirement (in 20 years time) the Value of the annuity fund is $290,465.28.
Next we need to find the Payments PMT to reach this amount in 20 years time at the interest rate of 8%
Using a Financial Calculator enter the following data
FV = $290,465.28
N = 20
R = 8 %
PV = $0
Thus, the Payments, PMT required will be $6,347.3080
Conclusion :
Annual contributions to the retirement fund will be $6,347.31
<span>The Journal entry upon the 90 days (1/4 using 360 days a year) maturity at 5% rate should be $50,000 plus the Interest (I).
Let Journal Entry upon Maturity be J
Where J = Initial Signed Note + Initial Signed Note * Rate * Time
Which is also written as J = Initial signed Note (1 + Rate * Time)
Therefore J = 50,000 (1+5/100*1/4) = 50,625</span>