Answer: Please refer to Explanation
Explanation:
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1.Paid $7,000 of accrued taxes at the time the plant site was acquired. LAND because it was an expense that was needed to acquire the land so it is capitalized
 2. Paid $200 insurance to cover a possible accident loss on new factory machinery while the machinery was in transit. EQUIPMENT
3. Paid $850 sales taxes on a new delivery truck. EQUIPMENT.
4. Paid $21,000 for parking lots and driveways on the new plant site. choose an account title. LAND IMPROVEMENTS.
5. Paid $250 to have the company name and slogan painted on the new delivery truck. choose an account title. EQUIPMENT
6. Paid $8,000 for installation of new factory machinery. choose an account title. EQUIPMENT
7. Paid $900 for a 2-year accident insurance policy on the new delivery truck. choose an account title. PREPAID INSURANCE
 8. Paid $75 motor vehicle license fee on the new truck. LICENSE EXPENSE. 
 
        
             
        
        
        
Answer:
$25,400
Explanation:
Average for first 11 months = $20,600
Total amount for first 11 months = 11 x $20,600 = $226,600
Average for 12 months = $21,000
Total amount for 12 months = 12 x $21,,000 = $252,000
Amount received in December =  $252,000 - $226,600 = $25,400
The organization received $25,400 in donations during December
 
        
             
        
        
        
Answer:
Explanation:
1.Price: check if our price is still within the range of what our customers can afford or budget for. 
2.Promotion: Does our customers or potential customers still view our advertisements. 
3.Product: is our product still relevant and up to date when it comes to services and software. 
4.Customers: Talk about our target audience, is there any change? 
5.Competition: what are our competitors doing, why do customers prefer them to us
 
        
             
        
        
        
Answer:
marginal revenue is -6 
and production levels 200, 50  
Explanation:
given data 
R(x) = 10 x - 0.04 x²  
solution
we have given 
R(x) = 10 x - 0.04 x²   
so here R'(x)  is 
R'(x) = 10(1) - 0.4 (2x)  
R'(x) = 10 - 0.8 x ....................1
so here at x is 20 marginal revenue will be 
R'(20) = 10 - 0.8(20)
R'(20) =  10 - 16 
R'(20) = - 6 
and 
when revenue  is $400 
R(x) = 400
400 = 10 x - 0.04 x²  
x= 200, 50