Answer: A.There is sufficient evidence to conclude that the mean price of a single-family home has increased from its level two years ago of $299,500
Explanation:
From the question, we are informed that according to the Federal Housing Finance Board, the mean price of a single-family home two years ago was $299,500 and that a real estate broker believes that due to recent credit crunch, the mean price has increased since then and the result is that the null hypothesis is not rejected.
The conclusion based on the results of the test is that since the null hypothesis has been rejected, it simply means that there are sufficient evidence that there has been an increase in the mean price since two years ago.
Therefore, option A is the correct answer.
Ethical practices means not harming the business or tarnishing the name of the business. Panera bread could speak with their competitors regarding their products or they could decrease the price of their products
Answer:
insurance company will pay $75 to Alfred.
Explanation:
given data
Actual cost of camera = $200
Alfred cost of camera = $150
Life expectancy = 6 years
solution
we get here first Remain life of camera that is
Remain life of camera = 6 years - 3 years
Remain life of camera = 3 years
and
now we get here current cost of the camera that is
current cost of camera = Alfred cost of camera × (Remain life of camera ÷ Life expectancy) ........................1
put here value and we get
Current cost of camera = $150 × 
Current cost of camera = $75
so that insurance company will pay $75 to Alfred.
Answer:
Date General Ledger Debit Credit
May 24 Accounts Receivable-Old Town Café $18,450
Sales $18,450
Cost of goods sold $11,000
Inventory $11,000
Sept. 30 Cash $6,000
Allowance for Doubtful Accounts $12,450
Accounts Receivable-Old Town Cafe $18,450
Dec. 7 Accounts Receivable-Old Town Cafe $12,450
Allowance for Doubtful Accounts $12,450
Cash $12,450
Accounts Receivable-Old Town Cafe $12,450
Answer:
the expected return on the portfolio is 12.34%
Explanation:
The computation of the expected return on the portfolio is shown below:
Expected Return is
= Investment in BBB × Return+ Investment in ZI × Return
= 16.4 × 48% + 8.6 ×52%
= 7.87% + 4.47%
= 12.34%
hence, the expected return on the portfolio is 12.34%