A because it helps you without getting loans
Answer:
$188,170
Explanation:
Cash collection in a month includes the collection of current and prior years's of credit sales.
Cash Collection for September is $188,170.
It includes 7% collection of July sales, It includes 35% collection of August sales and It includes 55% collection of September sales.
Schedule for Cash Collection is attached with this answer please find it.
Answer:
The correct answer would be, Greg's next step is to roll out his Tactical Goals to his staff.
Explanation:
Greg is the division manager for Tasty Foods. His management set a goal of increasing market share and decreasing the corporate cost over the period of next three years. To cope up with this goal, Greg has to work on this from now onward. So he decides how his division can contribute to the fulfillment of these management goals. He looking into his resources and planned two possible options. One is to partnering with another company and the other is to hire a procurement manager to negotiate lower prices from vendors. Now as he has formulated these goals, which are tactical in nature, the next step is to roll out these tactical goals to hi staff. Tactical goals are the goals that are set quickly in response to the conditions or situations as they occur in the real world.
Answer:
$6,312.38
Explanation:
Bradley snapp deposited $5,000 in an investment account
He was given a rate of 6% compounded annually
He plans to leave the money there for 4 years when he will make a down payment on a car
Therefore the down payment which he will be able to make can be calculated as follows
= $5000×(1+0.06)^4
= $5000×1.06^4
= $5000 × 1.26247696
= $6,312.38
Hence the down payment Bradley will be able to make is $6,312.38
Answer:
FV= $857,840.94
Explanation:
Giving the following information:
First investment:
Annual deposit= $5,000 per year
Interest rate= 10%
Number of years= 5
Second investment:
Number of years= 35
Interest rate= 10%
Lumpsum= first investment
First, we need to calculate the future value of the first investment. We will use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
FV= {5,000*[(1.1^5) - 1]} / 0.10
FV= $30,525.5
Now, the future value of the second investment.
FV= PV*(1+i)^n
FV= 30,525.5*(1.1^35)
FV= $857,840.94
