Answer:
E, B, D, C, A, G, H, F
Explanation:
Bonds Payable - <em>Long-term liabilities</em>
Buildings - <em>Fixed assets</em>
Accrued Liabilities - <em>Current liabilities</em>
Intangibles - <em>Intangible assets</em>
Inventory - <em>Current assets</em>
Unearned Rent Revenues - <em>Revenue</em>; advanced paid rentals
Accumulated Depreciation - <em>Expense</em>
Retained Earnings - <em>Stockholder's equity</em>
 
        
             
        
        
        
The standard deviation of sample equals: 11
Explanation:
Given: 
                                  variance of sample ( ) = 121
) = 121
                                  no, of observations made = 441
                                          standard deviation = ?
By using the formula:
                            Standard deviation (S) = 
                                                                  = 
                                                                  = 
                                                                  = 11
Hence the standard deviation is equal to 11.
  
 
        
             
        
        
        
Answer:
The firm will not sell any bundle, the amount of bundle to be sold will be zero.
Explanation
Solution
Since firm sells at $25 each for coats and pants, then If consumer wants to purchase both Pant and Coat, the customer will have to pay 25 + 25 = $50. 
Also, If consumer purchase Pant and Coat as a Bundle then, he will pay 150. From the question stated we can conclude  that  their is a form of interest to pay for Pant and Coat for Both consumers are higher than 25.
However, they will have to pay an amount less for 1 coat and 1 pant if they buy this in a separate way instead of a  Bundle.
We can say, that type of consumers (both) will not buy the pants and coat as a bundle, but will want to buy them separately.
Therefore, any bundle will not be sold by firm. the amount of Bundle sold will be known as a zero Bundle
 
        
             
        
        
        
Answer:
Explanation:
a) Confidence index=Yield on top-rated corporate bonds/ Yield on intermediate-grade corporate bonds
This year=9.3%/11.8%=0.788
Last Year=9.8%/11.3%=0.8673
b) From the calculations we can see that confidence index is decreasing from 0.8673 to 0.788.