Answer:
additional income is $11050 if the business is organized as a partnership rather than as a corporation
Explanation:
given data
investors = 10
own = 10%
earn = $500000
corporate tax rate = 34%
personal tax rate = 35 %
to find out
How much additional spendable income
solution
we find here first income if formed as corporation in hand that is
income if formed as corporation = earn × own ( 1 - corporate tax ) × ( 1 - personal tax )
income if formed as corporation = 500000 × 10% ( 1 - 34% ) × ( 1 - 35% )
income if formed as corporation =$21450
and
income will be taxable if form partnership that is
income if formed partnership = earn × own ( 1 - personal tax )
put here value
income if formed partnership = 500000 × 10% ( 1 - 35% )
income if formed partnership = $32500
so
additional income is $32500 - $21450
additional income is $11050
The resident assistant should be patient and try to listen carefully when it comes to understanding thr person's needs and wants.
Answer:
e. Vertical marketing system.
Answer:
Variable cost Per Unit $2.50
Explanation:
Total cost at high activity = $8100
Total Cost at Low activity = $3600
Total Units at high activity = 2400
Total Units at low Activity = 600
Variable Cost Per Unit = (High activity total Cost - Low activity total cost ) / (High Activity unit - low activity units)
Variable cost per unit = ($8100 - $3600) / (2400 - 600) = $4500 / 1800 = $2.50
Answer:
Explanation:
Assume the <em>cost</em> equation to be:
Where 
is the number of units (wooden baseball bats) produced.
The <em>average cost per unit of production level</em> is the total cost divided by the number of units produced:
You are given that the <em>average cost per unit of a production level of 7,700 bats is $14</em>, then:
You are also given that the <em>fixed costs</em> are <em>$22,500</em>, thus A = 22,500. Hence, you can substitute the value of A in the previous equation and find B:
Now you can complete the cost equation:
And to predict the total costs for 8,600 bats you must subsitute x with 8,600 in the previous equation:
