Answer:
How does Cobley connect the ideas of brands and force? ... He connects them by saying that the more weight the brand has the more effort it takes to change or move that brand.
Explanation:
Answer:
A. Come to more practices
C. Try to convince the coach to give them more money
D. Quit the team
Explanation:
A pretty cool thing Dwight and Guillermo would want to do first is to stay calm and approach their coal for a raise since they commit equal time to the task as others. This is one of the best way to negotiate for a due raise.
Dwight and Guillermo might also feel cheated and be angry about their low pay which may eventually force them to want to quit the team. Often times, this is situation of knowing your worth and duly sticking to the perks of it.
They might also approach this problem by coming to more practices to impress their coach. This can further augment their visibility in the team, an action which they might duly be rewarded for.
A company made a profit of $25,000 over a period of 5 years on an initial investment of $10,000. What is its annualized ROI?
Answer: Out of all the options shown above the one that best represents the annualized ROI is answer choice C) 30%. To solve this you first need to determine the data that will be needed to solve it. In this case the initial investment which is 10,000, the total profit: 25,000, and finally the total number of years: 5. Then we simply use the following formula: Return on Investment = (Gain from Investment - Cost of Investment)/ cost of investment. You then multiply the result by 100% and finally divide by the number of years which in this case is 5.
I hope it helps, Regards.
Answer:
Wayman Corporation
Income Statement for the year ended December 31, 2021
Sales Revenue $460,000
Cost of Goods Sold ($140,000)
Gross Profit $320,000
Operating Expenses
Advertising Expense $40,000
Salaries Expense $50,000
Utilities Expense $60,000
Total operating expense ($150,000)
Operating Income $170,000
Interest Expense ($30,000)
EBT $140,000
Income tax expense ($60,000)
Net Income $80,000
