The information given shows that Denelle is conducting a trend analysis.
<h3>What is a trend analysis?</h3>
It should be noted that attend analysis simply means a technique that's used t predict future investment.
In this case, Denelle reviews holiday sales from the last five years to determine how much inventory to purchase and how many employees to schedule during peak sales times.
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Answer:
More money and enganment to whoever they're purchasing from.
Explanation:
Answer:
It would sell for 761.49 dollars
Explanation:
Generally, stock prices are determined on stock market based on supply and demand mechanism. However, according to the discount dividend model present value of stock could be calculated as dividend per share/(cost of capital equity-growth rate). Growth rate between year 1 and 2 is 3-4/4 equals to -0.25%. From year 2 until year 3 it is 46-3/3 equals to 14.33%. Now we can take arithmetic average of these two and we get 7.04%( 14.33-0.25/2). Finally share could sell today for 46+3+4/(14-7.04%) equals to 761.49 dollars
Answer:
The refund claimed should be shown as a benefit due to loss carryback in 2018.
Explanation:
Since Tanner, Inc. incurred a financial and taxable loss for 2018. and decided to use the carryback provisions as it had been profitable up to this year, the amounts related to the carryback should be reported in the 2018 financial statements as a benefit due.
Tax loss carryback is when a corporation <u>retrospectively adjusts its tax returns for prior periods</u> if it incurs a net operating loss (NOL) in current period.
The loss carryback <u>generates a tax refund</u> for the business because it reduces previous year tax liability. After the carried back loss is applied, it will be <u>as though the business overpaid taxes the previous year; which will now be shown as a benefit in the current year</u>
The price and quantity of computers that should be produced to maximize the firm’s profits will be $360 and 80 computers.
The demand curve for College Computers is given as (Q) = 800 - 2P where, P = 400 - 0.5Q.
Therefore, the weekly total revenue will be:
= (400 - 0.5Q) × Q
= 400Q - 05Q²
Marginal revenue = 400 - Q
Weekly cost of producing computers will be:
= 1200 + 2Q²
Marginal cost = 4Q
Maximum profit will b earned when MR = MC
Therefore, 400 - Q = 4Q
Collect like terms
4Q + Q = 400
5Q = 400
Q = 400/5
Q = 80
Quantity = 80 units
Therefore, the price will be:
P = 400 - 0.5Q
P = 400 - 0.5(80)
P = 400 - 40.
P = 360
The price is $360.
The weekly total revenue will be:
TR = price × quantity.
TR = 360 × 80
TR = $28800
The total cost will be:
TC = 1200 + 2(80)²
TC = 1200 + 12800
TC = 14000
Therefore, the profit will be:
= TR - TC
= $28800 - $14000
= $14800
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