Answer:
Dale would explain that he makes sure that everything is running smoothly and that he has to make sure that everyone is doing everything correctly.
Explanation:
I got 15/15 on the questions. :)
Also, make sure you rewrite a few words so you don't get in trouble!
Answer:
Carla Vista Company has the following information available for September 2020.
Unit selling price of video game consoles $410
Unit variable costs $328
Total fixed costs $36,900
Units sold 600
Compute the unit contribution margin.
Unit contribution margin enter the unit contribution margin
Prepare a CVP income statement that shows both total and per unit amounts.
Compute Carla Vista’ break-even point in units.
Break-even point in units enter Break-even point in units units
Prepare a CVP income statement for the break-even point that shows both total and per unit amounts.
The following choices are:
A. whiny, moping
<span>B. outgoing, witty, and sociable </span>
<span>C. complex, intelligent, and deeply sensitive </span>
<span>D. businesslike and straightforward
</span>
The correct answer is letter B. outgoing, witty and sociable. Mercutio himself likes the Romeo who is Romeo compared for the ones that is pined Rosaline.
<span> </span>
Answer:
5500 units per month must be sold to earn the required profit
Explanation:
The target profit is the amount of profit that a business wants to earn. To calculate the target profit, we can use the break even analysis and include the factor for target profit under its formula and calculate the units and the dollar sales needed to earn the target profit.
In this case, the target profit is $50000 per month.
The break even in units = Fixed cost / contribution margin per unit
Contribution margin per unit = selling price per unit - variable cost per unit
To calculate units required for target profit, we will add the target profit to the fixed cost and divide by the contribution margin per unit
Target profit units = (fixed cost + target profit) / Contribution margin per unit
So,
Contribution margin per unit = 20 - 10 = $10 per unit
Target profit units = (5000 + 50000) / 10
Target profit units = 5500 units per month