Answer:
Option A. Liable, because notice to Emmett is notice to Fridley.
Explanation:
The reason is that the principle is liable for the outcome of the Emmett actions in the principle's behalf. So it is clear that Fridley is liable. The agent have to work in the best interest of its principal which means that the failure to notify the additional tax liability to Fridley was part of agent's fiduciary duty. This means that the principle can sue its agent for the consequences of not placing the sufficient care to its principle.
The Fridley is also responsible because Emmett is acting as Fridley which means the notice to Emmett is actually notice to Fridley.
Answer:
Our P = 17540 $
Explanation:
Amount of Insurance Policy = 50000$
premium reserve at 10th Year = 8000$
Net Premium for the policy = 900$
Annual Interest Rate = 6%
Net Premium at the age of 46 = ????
900 * 10 years = 9000$
9000 + Interest rate @ 6% = 9540$
Net Premium + Premium reserve of 10 Years = 9540 +8000 = 17540$
P = 17540 $
Note: As similar policy have interest rate @ 6%,which is paid every year,
At the age of 46, Net premium reserved amount also will be recovered.
If the federal gasoline tax increases to $1 per gallon, the gasoline price rises, demand for bicycles shifts rightward.
Option B
<u>Explanation:</u>
If the price of gasoline increases, then probably there will be a decrease in the consumption of the same as a result of which the demand for the substitute product, bicycle increases.
Demand curve a graphical representation of changes in the product or service demanded along with the changes in the cost or price of the service or product. Increase in the demand for a product, is generally represented by the rightward shift in the demand curve.
Answer:
The correct option is b. The income from continuing operations is $1141000.
Explanation:
Based on the information given we were told that the tax rate is 30% while the income before income taxes was $1,630,000 which means that the The income from continuing operations is $1141000 calculated as:
Income from continuing operations=[$1,630,000-(30%*$1,630,000)]
Income from continuing operations=$1,630,000-$489,000
Income from continuing operations=$1,141,000
