Answer:
Explanation:
The preparation of the balance sheet for Swifty Corporation on December 31, 2019 is presented below
Swifty Corporation
Balance sheet
On December 31, 2019
Assets
Cash $49,000
Accounts receivable $70,500
Total Assets $119,500
Liabilities And Stockholder's Equity
Liabilities
Account payable $86,500
Stockholder Equity
Common stock $33,000
Total liabilities
and stockholders equity $119,500
Answer:
Tax liability:
Chandler is in 85,525 - 163,300 bracket.
Liability is:
= 14,605.50 + (24 % * (94,800 - 85,525))
= 14,605.50 + 2,226
= $16,832
Marginal Tax rate = 24%
Marginal tax rate for 85,525 - 163,300 bracket is 24%.
Average tax rate:
= Tax liability / Taxable income
= 16,832 / 94,800
= 17.76%
Answer:
The correct answer is the option B: collect feedback.
Explanation:
First of all, the term<em> </em><em>feedback</em> refers to the<em> amount of information</em> that the marketer receives from the target audience in order <em>to understand if the decisions made were good</em> or if they were bad then understand in what they made a mistake and correct it.
Secondly, it is understandable that in order to do that the marketer needs to <em>ask the target audience </em>questions that might give important information such as <em>the frecuency that they saw the message, also if they remember the message and what points of it they can remember</em>.
A firm maximizes its profitability when it<u> "configures its internal operations to support the position selected by it on the efficiency frontier".</u>
In economics, profit maximization is the short run or long run process by which a firm may decide the value, information, and yield levels that prompt the best benefit.
The general guideline is that the firm maximizes profit by delivering that amount of yield where negligible income breaks even with peripheral expense. The profit maximization issue can likewise be drawn closer from the information side.
Answer:
Initial investment= $557,050.6
Explanation:
Giving the following information:
Annual payment= $110,000
Interest rate= 5%
Number of payments= 8
<u>First, we need to determine the value of the annuity five years from now. We will use the following formula:</u>
<u></u>
PV= A*{(1/i) - 1/[i*(1 + i)^n]}
A= annual payment
PV= 110,000*{(1/0.05) - 1/[0.05*(1.05^8)]}
PV= $710,953.40
<u>Now, the initial investment now:</u>
PV= FV / (1 + i)^n
PV= 710,953.4 / (1.05^5)
PV= $557,050.6