Answer:
Effect on income= $12,038 increase
Explanation:
Giving the following information:
Variable costs as a percentage of sales for Lemon Inc. are 74%
How much will operating income change if sales increase by $46,300.
<u>To calculate the effect on income, we need to calculate the increase in total contribution margin:</u>
<u></u>
Total contribution margin change= 46,300*(1-0.74)
Total contribution margin change= $12,038 increase
Effect on income= $12,038 increase
Answer:
a. $33,859
Explanation:
The computation of the depreciation expense for the year 2022 is given below;
The Depreciable Value of the Asset is
= Cost - Residual Value
= $212,000 - $21,000
= $191,000
Now
Total Sum of the Years is
= (1+2+3+4+5+6+7+8+9+10)
= 55
Now
Depreciation for the year 2022
For Jan 1st 2022 to Sept 30 is
= 10 ÷ 55 × 9 ÷ 12 × $191,000
= $26,045
And,
For Oct 1st Dec 31 is
= 9 ÷ 55 × 3 ÷ 12 × $191,000
= $7,813
So,
Depreciation expense is
= $26,045 + $7,814
= $33,859
In logistic growth population starts out slowly, then increases rapidly, and eventually flattens out at the carrying capacity.
Answer:
The correct answer are Expected revenue and Opportunity amount.
Explanation:
The term "expected revenue" refers to the expected amount of money that the company will obtain from sales, services and additional revenue streams. The term "income" includes all the money earned before dividing it into wages, compensation, marketing expenses and so on. In other words, revenue refers to all funds obtained by a company before deductions.
On the other hand, the amount of opportunity refers to the effective control of an organization that must take corrective action in time if necessary, since they must be applied in time, before a large deviation from the planned objectives with in advance Therefore, the information provided by a Management Information System must be available in time to act on it.
Answer:
A. Estimate the apartment rental demand curve assuming that it is linear and that price is expressed as a function of output.
the demand curve's slope = -10 / 1 = -10
demand curve = a - 10b
since all 100 units will be rented when p = $900
900 = a - 10(100)
900 = a - 1,000
1,900 = a
demand curve = 1,900 - 10b
B. Calculate the revenue-maximizing apartment rental rate. How much are these maximum revenues
we must first fin total revenue and then find hte derivative
total revenue = p x a
total revenue = (1,900 - 10a) x a
total revenue = 1,900a - 10a²
revenue maximizing quantity' = 1,900 - 20a
20a = 1,900
a = 95 apartments rented
price = 1,900 - (95 x 10) = $950
total revenue = $950 x 95 = $90,250
