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Damm [24]
4 years ago
7

My friend texted my “Can u ft” What does ft mean?

Business
2 answers:
tekilochka [14]4 years ago
7 0
Ft = Face time , in this case your friend is asking if you can face time
kaheart [24]4 years ago
5 0

Answer: Ft means FaceTime.

Explanation: It makes me write at least 20 words so I have to ramble on. But if she asks to Ft she’s asking to FaceTime. Aka video call

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6 0
3 years ago
Which of the following is a contingency that would most likely require accrual? Sales tax payable. Customer premium offers. Pote
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Answer:

The correct answer is B

Explanation:

The contingency is the plan, which is course of action for the business that would take if an unexpected situation occur. So, the contingency plan is the plan or method which ensures that the business is prepared for what may come.

Accrual for contingency, it is the information which is available previously to issuance of the financial statements that indicates the assets has been impaired and the loss amount could be reasonably estimated.

The one which is most likely need the accrual is the customer premium offers as it is the technique of sales promotion where the customers are provided two or more products and they pay the price lower of the combined products.

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4 years ago
Judith Thompson is the manager of the student center cafeteria. She is introducing pizza as a menu item. The pizza is ordered fr
dolphi86 [110]

Answer:

The optimal number of pizza that Judith should order is 184.

Explanation:

Judith is introducing pizza in the cafeteria menu.

She is expecting a weekly demand of 10 pizzas.

The cafeteria is open 45 weeks a year.

The ordering cost of pizza for Judith is $15 and the holding cost is $0.40.

The annual demand for pizza

= 45\ \times\ 10

= 450

The optimal number of pizza will be the economic order quantity.

Economic order quantity can be defined as the optimal order quantity that a company should make to minimize its total cost of inventory.

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= \sqrt{\frac{2\ \times\ Annual\ demand\ \times\  order\ cost}{Holding\ cost} }

= \sqrt{\frac{2\ \times\ 450\ \times\  15}{0.40} }

= \sqrt{33,750}

= 183.71

So the optimal number of pizza that Judith should order is 184.

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