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3 years ago

Vandiver Company had the following select transactions:

Business

1 answer:

Tamiku [17]3 years ago

6 0

Answer:

1. April 1, 2017 Accepted Goodwin Company's 12-month, 10% note in settlement of a 30400 account receivable

Dr Notes receivable__30.400

Cr Accounts receivable______30.400

2.July 1, 2017 Loaned 32,400 cash to Thomas Slocombe on a 9-month, 8% note.

Dr Notes receivable__32.400

Cr Cash___________________32.400

3. Dec. 31, 2017 Accrued interest goodwin company

Dr Interest receivable_2.280

Cr Interest revenue_______2280

3. Dec. 31, 2017 Accrued interest slocombe

Dr Interest receivable_1.296

Cr Interest revenue_______1.296

4.Apr. 1, 2018 Received principal plus interest on the Goodwin note.

Dr Cash_33.440

Cr Notes receivable_____30,400

Cr Interest revenue________760

Cr Interest receivable_____2280

5. Apr. 1, 2018 Thomas Slocombe dishonored its note; Vandiver expects it will eventually collect

Dr Accounts receivable_33.944

Cr Notes receivable______32.000

Cr Interest revenue_________648

Cr Interest receivable______1296

Explanation:

Interest calculation Goodwin

Account receivable_30400

Interest rate_________10%

Interest___________3040 12 months

Interest___________2280 From april 2018 to december 2018

Interest____________760 From january 2018 to march 2018

Interest calculation Slocombe

Account recievable_32400

Interest rate_________8%

Interest__________2592

Monthly___________216

Interest__________1296 6 months interest

Interest___________648 3 months interest

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We are required to find the time for which Bob need to own the land so that the price of the land is $46817 today.

Compounding means calculating amount on the principal and the amount added interest.

Rate of increasing the price of land be 6%.

Price when Bob bought the land=$16390.

Price of land today=$46817.

It is like compounding of interest and the sum is calculated as under:

S=P* $(1+r)^{n}$

In the above equation P is theamount at beginning,r is rate of increasing and n is the number of years.

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46817/16390= $(1.06)^{n}$

$(1.06)^{n}$ =2.8564

$(1.06)^{n}$ = $(1.06)^{18}$ (Approximately)

From both the sides we will get n=18.

Hence Bob has to own his land for 18 years if the price is increasing at the rate of 6% per year.

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