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Answer:
If Ricardian neutrality holds true, after this change in the government's budget, private savings will equal 40.
Explanation:
S - I = X - M, where
S = Sp + Sg, where
Sp: private saving
Sg: Public saving = T - G
Sp + T - G - I = X - M
or,
Sp - I = (G - T) - (M - X) = Budget deficit - Trade deficit
Initially,
65 - 30 = 90 - 100 = - 10
When budget deficit falls to 50,
Sp - 90 = 50 - 100
Sp = - 50 + 90 = 40
Therefore, If Ricardian neutrality holds true, after this change in the government's budget, private savings will equal 40.
 
        
             
        
        
        
Sometimes when speaking, your thoughts get very jumbled, if you're at all like me. Organizing your thoughts can well, organize your thoughts! :)
        
                    
             
        
        
        
Answer and Explanation:
The computation of the contribution margin per pound for each of the three products is shown below:
As we know that
Selling price per pound - Variable cost per pound = Contribution margin
For Product K1 
= $155.8 - $91
= $64.8
For Product S5 
= $108.92 - $90
= $18.92
For Product G9 
=$205.55 - $136
= $69.55
Now the contribution margin per pound is  
For Product K1 = Contribution margin ÷ Pound  
                        = 64.8 ÷ 4.2  
                        = 15.43 per pound
For Product S5 =  Contribution margin ÷ Pound  
                         = 18.92 ÷ 4.1  
                         = 4.61 per pound
For Product G9 = Contribution margin ÷ Pound
                           = 69.55 ÷ 5.3
                           = 13.22 per pound
 
        
             
        
        
        
Answer:
Income Statement for the fiscal year ended 2019
Revenue          $250,000
Expenses  $213,000
Net Income  $37,000
Explanation:
The income statement for the year ended 2019 is made by deducting all the total expenses from revenue generated to find net income. The revenue is provided in the question which is $250,000. Total expenses are then presented in the income statement the amount is $213,000, this figure is deducted from revenue which derives the net income figure of $37,000.