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.
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Answer:
Explanation: from the question above, disbursement for the period is check for $4,200.
Collection for the period is a check for $6,800.
Net float is $35,900 + $6,800 - $4,200. = $38,500
Back when interest rates were high, I had just one account. I had a money-market checking account that offered good interest rates and unlimited check writing. But those days are long gone.
I want as high an interest rate as I can get for my savings. In order to get those rates, I am using a money-market savings account. All such accounts I’ve seen restrict the number of transactions I can make in a month. I need to be able to pay bills, no matter how many of them there are — and I never ever want to pay fees for excess transactions!
So I have a separate checking account. It pays less than half the interest rate of my savings account, but I can make as many transactions as I want. The bank offers a bill pay application that I use for most payments, and I can write as many checks as I want to. I can transfer money between the accounts quickly.
Answer:
Normal spoilage rate = 1.6978% (Approx)
Explanation:
Given:
Total unit produce = 11,900 units
Normal spoil unit = 200 units
Abnormal spoil unit = 120 units
Total normal unit produce = 11,900 - 120 = 11,780
Computation of normal spoilage rate:
Normal spoilage rate = Normal spoil unit / Total normal unit produce
Normal spoilage rate = 200 / 11,780
Normal spoilage rate = 0.0169779287
Normal spoilage rate = 1.6978% (Approx)
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