Answer:
1. $50 and 40%
2. 177 units and $22,125
3. 473 units and 72.77%
Explanation:
Price = $125
Variable cost = $75
Fixed cost =$8,850
Contribution margin is the net of sales price and variable cost of the product. It is the cost available to recover the fixed cost and make profit afterward.
1. Contribution margin = Sales price - Variable cost = $125 - $75 = $50
Contribution margin ratio = Contribution margin / Sale price = $50 / $125 = 40%
Break-even is the level of sales at which business has no profit no loss situation.
2. Break-even point = Fixed cost / Contribution margin per unit = $8,850 / $50 = 177 units
Break-even in $ = 177 units x $125 = $22,125
Margin of safety is the level of sales at which the business is safe from making loss. Margin of safety measures the profit after the break-even point.
3. Margin of Safety = Total sales - Break-even point = 650 units - 177 units = 473 units
Margin of safety to sales = ( Margin of safety / Total sales ) = ( 473 units / 650 units ) x 100 = 72.77%
Answer: D. Search, Display, Video, Shopping and App
Explanation: Advertising with Google Ads starts with creating a campaign based on your business objectives. Each campaign type determines where your ads appear and the format in which those ads are displayed. Different campaign types — Search, Display, Video, Shopping, and App — can support your business objectives.
Answer:
RA=11.6%
Explanation:
RA=Rf+(Rm-Rf)Ba
RA=?
Rf=5.25%
Rm=12.5%
Ba=.88
RA=5.25%+(12.5%-5.25%).88
Answer:
Volume variance $1,320 Favorable
Explanation:
The fixed overhead volume variance is the difference between the actual and budgeted production unit multiplied by the standard fixed production overhead cost per unit.
Standard fixed overhead cost per unit = $11×6 = 116
Units
Budgeted units 375
Actual units <u>395</u>
Volume variance 20
Standard fixed overhead cost <u>× $66
</u>
Volume variance <u> $1,320 Favorable</u>
Answer:
V(n)=140,000-10000n
V(7)=$70,000
Explanation:
Purchase Cost= $140,000
Value After 11 Years =$30,000
Depreciation per Year = 
The truck depreciates at a rate of $10000 per year.
Using straight-line depreciation, the value of the truck in dollars, V
The linear function of its age in years n, V(n)=140,000-10000n
When the truck is 7 years old
n=7
Truck's Value, V(n)=140,000-10000n
=140,000-(10000X7)
=140,000-70000
=$70,000
