Answer:
<em>$0.48 per client-visit; $22,856 per month</em>
Explanation:
Where,
y2 is the total cost at highest level of activity; y1 is the total cost at lowest level of activity; x2 are the number of units/labor hours etc. at highest level of activity; and x1 are the number of units/labor hours etc. at lowest level of activity
<em>Variable Cost per Unit </em>
= (28,904 -28,227) / (12,600-11,199)
= $0.48
<em>
Total Fixed Cost </em>
= y2 ? bx2
= 28,904 - $0.48 * 12600
= $22,856.00
The answer in the space provided is seventy five to eighty five percent because this is only the likely percentage that the organization strive because this extends to their capabilities and that this occurs at
the first level of support in less than an hour when they undergone through
this process.
People can make poor investments, fail to add to their savings, and decide to spend their money rather than saving or investing.
Answer:
Annual depreciation (year 1)= $1,400
Explanation:
Giving the following information:
Buying price= $36,000.
Useful units= 300,000 units of product.
Salvage value= $6,000
During its first year, the machine produces 14,000 units of product.
To calculate the depreciation expense for the first year under the units of production method, we need to use the following formula:
Annual depreciation= [(original cost - salvage value)/useful life of production in units]*units produced
Annual depreciation= [(36,000 - 6,000)/300,000]*14,000
Annual depreciation= 0.1*14,000= $1,400
Answer:
The answer is: 1,375 balloon bundles
Explanation:
We can calculate how many balloon bundles must be sold using the following formulas:
- contribution margin per unit = Selling price per unit – Variable cost per unit
- Units = (Fixed costs + Target profit) / (contribution margin per unit)
Contribution margin per unit = $10 - $2 = $8
units = ($5,000 + $6,000) / $8 = $11,000 / $8 = 1,375 units
