Answer:
The break-even point is $25,900 units
Explanation:
In this question we use the formula of break-even point in unit sales which is shown below:
= (Fixed expenses) ÷ (Contribution margin per unit)
where,
Contribution margin per unit for product A = (Selling price per unit - Variable cost per unit) ×product mix
= ($13.50 - $6.15) × 40%
= $2.94
Contribution margin per unit for product B = (Selling price per unit - Variable cost per unit) ×product mix
= ($16.75 - $6.85) × 60%
= $5.94
So, the total contribution margin would be equal to
= $2.94 + $5.94
= $8.88
And, the fixed cost is $230,000
Now put these values to the above formula
So, the value would be equal to
= $230,000 ÷ $8.88
= $25,900 units
Answer:
$1,059,050
Explanation:
The computation of the anticipated level of profits for the expected sales volumes is shown below:
Expected sales 209,000 305,000
Particulars Chicken Fish
Sales $815,100 $1,525,000
Less:
Variable cost -$407,550 -$762,500
Contribution margin $407,550 $762,500
Now the profit would be
= Total contribution margin - total fixed cost
= $407,550 + $762,500 - $111,000
= $1,059,050
The sales are variable cost are come by multiplying the units with its price per taco.
Answer:
telecommuting
Explanation:
Telecommuting is also generally referred to as teleworking and it can be defined as an act which typically involves the process of completing a job function, tasks or work assignments through the use of the internet and in a location other than the office itself.
In this scenario, Nicole works from home full-time for a non-profit organization. She receives work from and sends work to the office via a computer and modem. Thus, this is an example of telecommuting.
Answer:
The correct answer is letter "B": less qualified workers.
Explanation:
Direct labor rate variance analyses the current cost of direct labor and the regular cost of direct labor over the same operations period. Direct labor rate variance can be caused due to minimum wage increase, hiring less qualified employees or inappropriate cost budget setting.
