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Paladinen [302]
3 years ago
12

Greenwell Farm Equipment sells a tractor to Farmer for $130,000 on January​ 1, 2019. The tractor is delivered that day. Greenwel

l agrees that the Farmer may delay the payment for 2 years. The market rate of interest is 10​%. Refer to Greenwell Farms. How much interest revenue will Greenwell report over the life of this​ contract? (Do not round intermediary​ calculations, and round your final answer to the nearest whole​ number.) Use the formula approach
Business
1 answer:
agasfer [191]3 years ago
7 0

Answer:

Present value of interest is $5,062 and future value is $5,796        

Explanation:

The formula for finding the Present value of the interest reported as revenue is calculated as under:

Present Value of $40,000 receivable in 2 years = $40,000 / (1+7%)^2

Present Value of $40,000 receivable in 2 years = $34,938

The difference of the future value receivable and present value of the future amount receivable is the interest's present value which is given as under:

Interest Present value = $40,000 - $34,938 = $5,062

Using the compounding formula, the future value of the interest that will be recorded in the financial statement will be = $5,062 * (1 + 7%)^2 years

Future value of interest = $5796

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An MRP system that is updated periodically to account for all changes which have occurred within a given time interval is called
Rudik [331]

Answer:

B) regenerative

Explanation:

A material requirements planning (MRP) system is used to merge several production activities into one single system that controls production and inventory. It's similar to ERP systems but it only focuses on the production area of a company. Using MRP systems enables production planning, scheduling, and control of production inputs (e.g. materials).

All MRP systems should be regularly updated in order to be efficient.

8 0
3 years ago
"icrosoft announced a 2 for 1 stock split. Before the split they had 5.4b shares outstanding and par value was $0.0000125. Befor
aliina [53]

Answer: Balance before Split - $67,500

After Split No. of shares - 10.8 billion

After Split Par Value - $0.00000625

After Split Balance - $67,500

Explanation:

Microsoft had 5.4b shares outstanding and par value was $0.0000125.

Before the split the balance in the Common Stock account was:

We will multiply the no. Of shares outstanding by the par value.

= 5.4 billion * $0.0000125

= $67,500

After the split shares outstanding are (in billions):

The split was a 2 for 1 split meaning the shares doubled. That would mean,

= 5.4b * 2

= 10.8 billion shares outstanding

After the split par value is:

It was a 2 for 1 split. That would mean that prices had to have halved. Calculating therefore,

= $0.0000125/2

= $0.00000625

After the split the balance in Common Stock is

= 10.8 billion shares * $0.00000625

= $67,500

Balance remained the same showing that total equity remains the same. Only no of shares and price changes.

8 0
3 years ago
Read 2 more answers
Job order costing can be applied or used at the same time with
german
D. None of the above
4 0
3 years ago
Jennifer’s Boutique has 2,100 shares outstanding at a market price per share of $26. Sally’s has 3,000 shares outstanding at a m
goldenfox [79]

Answer:

c. $57,100

Explanation:

The computation of the value of Jennifer’s Boutique to Sally is shown below:

= (Number of shares outstanding ×  market price per share) + (incremental value of the acquisition)

= 2,100 shares ×$26 + $2,500

= $54,600 + $2,500

= $57,100

We simply find out the market value and then added it to the incremental value of the acquisition

All other information which is given is not relevant. Hence, ignored it

4 0
3 years ago
An investor must decide between putting $2,000 into a regular retirement plan or putting $1,440 into a Roth retirement plan. If
Novosadov [1.4K]

Answer:

They both produced the same cash amount

Explanation:

The regular retirement would have its deducted after withdrawal from the plan while Roth retirement plan's tax would have been deducted prior to investing funds in the plan

The future value of the $2000 is computed thus:

FV=PV*(1+r)^n

PV is the amount saved in the plan which is $2000

r is the growth rate of the funds in the plan which is 12%

n is the number of years the amount would be left in the plan

FV=$2000*(1+12%)^20=$ 19,292.59  

After tax amount=$ 19,292.59*(1-28%)=$ 13,890.66  

The future value of the $1,440 is computed thus:

FV=$1,440*(1+12%)^20=$ 13,890.66  

The Roth plan has not tax implication thereafter as tax was paid before savings.

7 0
3 years ago
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