Answer and Explanation:
1. Interest Revenue $23,000
Sales Revenue $510,000
To Income Summary $533000
(Being closing of revenues accounts are closed)
2. Income Summary $453,000
To Sales returns $20,000
To Sales Discounts $7,000
To Cost Of goods sold $310,000
To Freight out $2,000
To Advertise Exp $15,000
To Interest Exp $19,000
To Salaries & Wages $55,000
To Utility $18,000
To Depreciation $7,000
(Being closing of expenses accounts are closed)
3. Income Summary $80,000
To Retained Earning $80,000
(Being profit is recorded)
4. Retained Earning $30,000
To Dividends $30,000
(Being closing of dividend is recorded)
Answer: The expected loss is $2.3
Explanation:
Total number of tickets to be sold = 100 tickets
one $450 prize, the expected gain = 450 x (1/100) = $4.5
two $110 prizes, the expected gain = 110 x (2/100) = $2.2
four $25 prizes. the expected gain = 25 x (4/100) = $1
Expected gain (loss) = Total expected gain - Cost of the ticket
= (4.5 + 2.2 + 1 ) - 10
= (2.3)
The expected loss is $2.3
Answer:
B) they do not have a need for the products or services her company is offering
Explanation:
The reason why Megan will not consider the two prospects qualii leads is if they do not need her companie's products.
For these other options, they have the need but need further follow-up
a. They do not have the budget or financial resources to purchase the product.
c. They are too busy to meet with salespeople.
d. They do not have the authority to make a purchase decision.
e. They are not in her company's target market.
When making competitive priority decisions the firm <u>"must make trade-off decisions".</u>
Making decisions requires exchanging off one thing against another.
In economics, the term trade-off is regularly communicated as an opportunity cost, which is the most favored conceivable option. A trade-off includes a forfeit that must be made to get a specific item or experience. A man surrenders the chance to purchase 'great B,' since they need to purchase 'great A. For a man setting off to a ball game, their financial trade-off is the cash and time spent at the ballpark, when contrasted with the option of watching the diversion at home and sparing their cash, in addition to the time spent heading to the ball game.
