Answer:
2105 units per week
Explanation:
At the break-even point, Northwest will not make any profits or losses. Using the variable cost analysis, At the break-even point, Sales match variable costs plus fixed costs.
The break-even point is calculated as fixed costs/ contribution margin per unit.
Contribution margin per unit = sales - variable costs
=$1.80 -$0.80= $1.0
Contribution margin = $1.0Break even = $2105 /$1.
=2105 units
The adjusting entry required for unearned rent on December 31, 20Y1 is: Debit Unearned rental revenue $16,296;Credit Rental revenue $16,296.
<h3 /><h3>Unearned rent</h3>
Based on the information given the appropriate adjusting entry required for unearned rent on December 31, 20Y1 is:
31 December
Debit Unearned rental revenue $16,296
Credit Rental revenue $16,296
($39,110×5/12)
(To record unearned rent)
Inconclusion the adjusting entry required for unearned rent on December 31, 20Y1 is: Debit Unearned rental revenue $16,296;Credit Rental revenue $16,296.
Learn more about unearned rent here:brainly.com/question/4260123
Answer:
The survival principle states that
A. the only firms that survive are those that maximize profits.
Explanation:
Profit maximization is important for a firm to survive. Without profit maximization, firms fail. Profits impact share price, business growth, and short-term and long-term survival. Profits reduce debt burden, and increase capital investments and acquisitions. Without profits, a firm cannot pay dividends or repurchase shares. Profit is at the center of a firm's survival. Even Baumol's theory of sales maximization states that it is only when an acceptable level of profit has been achieved that a firm can shift its focus away from profits to revenue maximization. This emphasizes the importance of profit maximization. Profit maximization also contributes to the maximization of cash flows.
Answer:
Method 1 should be chose, since it is still the cheapest if labor cost rises to $200/unit.
Explanation:
Total Cost = ( units * labor costs) + (capital cost * units of labor)
Total Cost for Method 1 : (50 * 100) + (10*400)
= $9,000
Total Cost for Method 2 : (20 * 100) + (40*400)
= $18,000
Total Cost for Method 3 : (10 * 100) + (70*400)
= $29,000
If the price of labor rises to $200 then:
Total Cost for Method 1 : (50 * 200) + (10*400)
= $14,000
Total Cost for Method 2 : (20 * 200) + (40*400)
= $20,000
Total Cost for Method 3 : (10 * 200) + (70*400)
= $30,000
