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ArbitrLikvidat [17]
3 years ago
7

Someone offers to buy your car for four, equal annual payments, with the first payment coming 2 years from today. If you think t

hat you could sell your car to another purchaser for an immediate payment of $9,000 and the interest rate is 10%, what is the minimum annual payment that you would accept from this buyer?
Business
1 answer:
Kobotan [32]3 years ago
5 0

Answer:

4i8484884858585848484i

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Jenny was feeling frustrated. "What's taking them so long to make a decision? It's been weeks since I first met with them, and t
kodGreya [7K]

Answer: A. New buy

Explanation:

The situation described is most likely a NEW BUY situation because it bares some characteristics of same. In a new buy, customers generally take their time to make a decision and put the seller through a lot of paperwork in the case of corporate entities in a bid to assess the risk or cost of the new product. It is also necessary to do so as they have no previous experience with the seller and so trust cannot play a center stage.

Jenny also implied that it was the first time she had met them and it was also the first time they had been introduced to the product so there is that.

If you have any need for clarification do react or comment.

6 0
3 years ago
Read 2 more answers
Sales and purchase-related transactions using perpetual inventory system The following were selected from among the transactions
ioda

Answer:

July 3. Purchased merchandise on account from Hamling Co., list price $85,000, trade discount 25%, terms FOB shipping point, 2/10, n/30, with prepaid freight of $960 added to the invoice.

Dr Merchandise inventory 63,435

    Cr Accounts payable 63,435

July 5. Purchased merchandise on account from Kester Co., $47,550, terms FOB destination, 2/10, n/30.

Dr Merchandise inventory 46,599

    Cr Accounts payable 46,599

July 6. Sold merchandise on account to Parsley Co., $16,680, terms n/15. The cost of the goods sold was $9,440.

Dr Accounts receivable 16,680

    Cr Sales revenue 16,680

Dr Cost of goods sold 9,440

    Cr Merchandise inventory 9,440

July 7. Returned merchandise with an invoice amount of $13,500 purchased on July 5 from Kester Co.

Dr Accounts payable 13,230

    Cr Merchandise inventory 13,230

July 13. Paid Hamling Co. on account for purchase of July 3.

Dr Accounts payable 63,435

    Cr Cash 63,435

July 15. Paid Kester Co. on account for purchase of July 5, less return of July 7.

Dr Accounts payable 33,369

    Cr Cash 33,369

July 21. Received cash on account from sale of July 6 to Parsley Co.

Dr Cash 16,680

    Cr Accounts receivable 16,680

July 21. Sold merchandise on MasterCard, $212,670. The cost of the goods sold was $144,350.

Dr Cash (assuming MasterCard pays immediately) 212,670

    Cr Sales revenue 212,670

Dr MasterCard fee expense 3,510

    Cr MasterCard fee payable 3,510

Dr Cost of goods sold 144,350

    Cr Merchandise inventory 144,350

I recorded the transaction this way because on July 31, a payment to MasterCard is recorded. Generally the transaction should have been recorded differently since MasterCard withholds its fee automatically, you do not pay it.

Dr Cash (assuming MasterCard pays immediately) 209,160

Dr MasterCard fee expense 3,510

    Cr Sales revenue 212,670

 

July 22. Sold merchandise on account to Tabor Co., $60,200, terms 2/10, n/30. The cost of the goods sold was $33,820.

Dr Accounts receivable 58,996

    Cr Sales revenue 58,996

Dr Cost of goods sold 33,820

    Cr Merchandise inventory 33,820

July 23. Sold merchandise for cash, $38,610. The cost of the goods sold was $22,180.

Dr Cash 38,610

    Cr Sales revenue 38,610

Dr Cost of goods sold 22,180

    Cr Merchandise inventory 22,180

July 28. Paid Parsley Co. a cash refund of $6,070 for returned merchandise from sale of July 6.  The cost of the returned merchandise was $3,630.

Dr Sales revenue 6,070

    Cr Cash 6,070

Dr Merchandise inventory 3,630

    Cr Cost of goods sold 3,630

July 31.  Paid MasterCard service fee of $3,510.

Dr MasterCard fee payable 3,510

    Cr Cash 3,510

7 0
3 years ago
Which of the following is a characteristic of the Consolidation phase of e-commerce? predominance of pure online strategies bran
Tresset [83]

Answer: Extension and strengthening becomes more important than creating new brands

Explanation: E-commerce (electronic commerce) is a term used in the trade and commerce to describe the trading or commercial activities driven by electronic systems such as internet, social media etc,this type of commerce or trade is technologically driven. It is made up of the following stages

Stage 1 : involves the initial starting and it is characterized by a fast growth.

Stage 2: PLATEAUING GROWTH OR CONSOLIDATION OF GROWTH IS CHARACTERIZED BY THE LEVELING UP OR STABILISATION OF GROWTH AFTER THE INITIAL FAST GROWTH EXPERIENCED IN THE FIRST STAGE. In this stage, Extension and strengthening becomes more important than creating new brands.

Stage 3: Renewed growth characterized by the implemention of changes both platforms or systems, characteristics, resources and procedures etc.

7 0
3 years ago
​Noah's sporting goods is having difficulty attaining the credit it needs to expand. what should the company do in order to alle
mr_godi [17]
Do advertising in sport magazine?
4 0
3 years ago
"Sydney has a portfolio with 50 shares of AAA with a current value of $20 per share, a return of 12%, and a beta of 1.30. She al
Nezavi [6.7K]

Answer: 12.72%

Explanation:

Given the following information ;

50 Shares of AAA at $20 and expected returns of 12%

25 Shares of BBB at $60 and expected returns of 10%

75 Shares of CCC at $50 and expected returns of 14%

Total value of the portfolio ;

Total Portfolio Value = ( 50×20 ) + ( 25×60 ) + ( 75×50 )

= 1000 + 1500 + 3750 = $6,250

Weight of each share in the portfolio;

Weight of Stock AAA = ( 50×20 ) / 6250 = 0.16

Weight of Stock BBB = ( 25×60 ) / 6250 = 0.24

Weight of Stock CCC = ( 75×50 ) / 6250 = 0.60

Expected return on portfolio is calculated thus;

Expected Portfolio Return = ( Weight of AAA×Expected Returns ) + ( Weight of BBB×Expected Returns ) + ( Weight of CCC×Expected Returns )

Expected Portfolio Return = ( 0.16×0.12 ) + ( 0.24×0.10 ) + ( 0.60×0.14 )

Expected portfolio return = (0.0192+0.024+0.084) = 0.1272

0.1272 = 12.72%

6 0
3 years ago
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