Is an example of Market segmentation, which divides the market in half, due to a different demographics like age, target market etc.
The new target market that divides the market is possibly ages: 6-9
Hope this helps.
Answer:
$209
Explanation:
Since Mary's estimated annual income taxes are $5,424, then to determine the amount that should be withheld every two weeks, all we need to do is divide her total estimated taxes by 26 weeks = $5,424 / 26 weeks = $208.62 ≈ $209. generally you do not include cents in tax filings or payments, you need to round up or down. In this case you need to round up, even software rounds the amounts to the nearest dollar.
Answer and Explanation:
a. The computation of the weighted average contribution margin ratio is shown below:
The Contribution margin ratio is
= (Combined contribution ) ÷ (Sales)
= ($60,000 + $180,000) ÷ ($1,000,000)
= ($240,000) ÷ ($1,000,000)
= 0.24
b. Now the break even point in dollars is
= Fixed cost ÷ contribution margin ratio
= $300,000 ÷ 0.24
= $1,250,000
We simply applied the above formula so that the correct value could come
And, the same is to be considered
Answer:
Qualified Business Income Deduction is $9,800
Tax liability = $4,564
Explanation:
Qualified business income is calculated by subtracting an individual's ordinary deduction from a qualified business or trade from the individual's ordinary income.
Net income = $61,000
Standard deduction = $12,000
Modified taxable income;
$61,000 - $12,000 = $49,000
QBI Deduction (Sec 199A) is the lesser of:
[0.2 × 49,000 < 0.2 × 61,000]
$9,800 < $12,200
Therefore Qualified Business Income Deduction is $9,800
Taxable income = $(49,000 - 9800) =$39,200
Answer:
(a)
TC(q) [before expansion] = Fixed Cost + Variable Cost
= 750,000 + 1.25q
TC(q) [after expansion] = (750,000 + 350,000) + 0.75q
= 1,100,000 + 0.75q
(b) (i) q = 600,000
TC(q) [before expansion] = 750,000 + (1.25 × 600,000)
= 750,000 + 750,000
= 1,500,000
TC(q) [after expansion] = 1,100,000 + (0.75 × 600,000)
= 1,100,000 + 450,000
= 1,550,000
Since expansion will increase total cost, profit will fall ceteris paribus. So firm should not expand.
(ii) q = 800,000
TC(q) [before expansion] = 750,000 + 1.25 × 800,000
= 750,000 + 1,000,000
= 1,750,000
TC(q) [after expansion] = 1,100,000 + (0.75 × 800,000)
= 1,100,000 + 600,000
= 1,700,000
Since expansion will decrease total cost, profit will rise ceteris paribus. So firm should expand.
