Answer:
(a) DR Loss on disposal of asset $7,000 CR Land $7,000
<span>Maria would not be successful if she tried to challenge this policy. In any workplace it should be clearly defined that using their technology for anything other than work would be prohibited. There is no real reason why an employee should have access to websites that do not pertain to their job or could possibly be of a sexual nature.</span>
If GSU feels that raising tuition would enhance revenue, it is assuming that the demand for university education is inelastic.
- The quantity of a good that consumers are willing and able to buy at different prices during a specific time period is known as demand in economics. The demand curve is another name for the relationship between price and quantity demand.
- A change in demand whose percentage is less than a change in price. Demand is said to be inelastic, for instance, if the price of a good increases by 25% but drops in demand by just 2%.
- When there is a small change in the quantity demanded when the price changes, a good or service has inelastic demand. The term "price inelasticity of demand" is another name for this. An example of inelastic demand is gasoline, where individuals generally buy the same amount even when prices rise.
Thus this is the answer.
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Answer:
$257400
Explanation:
Under Sec. 1366(a) and Sec. 1377(a), a pro rata share is the tax payers hare of loss determined on a per-day and then a per-share basis. Cobra shareholder includes his or her pro rata share of loss from the cobra.
The ordinary loss for the whole year was $474,500, Therefore the loss per day was $1300 per day ( $474,500 ÷ 365 days).
Since Mr. and Mrs. Wise owned 50% of the stock for the full year and the other 50% for 31 days, their share of loss = [ $474,500/2 + (31 days × $1300 × 50%)] = $237250 + $20150 = $257400
Answer:
The correct answers are a. $1719.00 ; c. 2168.86 ; d. $2218.36.
Explanation:
Zoe deposited $900 in a savings account at her bank.
Her account will earn an annual simple interest rate of 7%.
Time for which the money is deposited for 13 years.
Money Zoe would have in her account in thirteen years is
Principal + Principal × time × 
= 900 + 9 × 13 ×7 = 900 + 819 = $1719
Now, assume that Zoe's savings institution modifies the terms of her account and agrees to pay 7% in compound interest on her $900 balance.
Money Zoe would have in her account in thirteen years is
Principal × 
= 900 × 
= $2168.86.
Suppose Zoe had deposited another $900 into a savings account at a second bank at the same time. The second bank also pays a nominal (or stated) interest rate of 7% but with quarterly compounding.
Time has now changed to 4× 13 = 52.
Money Zoe would have in her account in thirteen years is
Principal × = 900 × 
= $2218.36.
