President Obama added anywhere from $983 billion to $9 trillion to the national dept.
Answer:
INCREMENTAL cost allocation method
Explanation:
Incremental cost allocation method is the ranking of individual users of the cost object in such a way that the order of users most responsible for the common cost and then uses its ranking to allocate cost among those users. So they'd be ranked from primary user to first incremental user to second incremental user and so on until the cost have been assigned to all users. It requires one user to be seen as the primary user/party and other users to be seen as incremental user/party.
Answer:
B) political-legal forces
Explanation:
The restaurants are acting based on a new city law that bans indoor smoking.
Political and legal environmental forces are simply changes in existing laws or new laws that alter the market or business environment of a company. Usually when people refer to political forces, they mean macroeconomic factors like change in taxes, new trade policies, etc. And when they refer to legal forces it means more specific factors like changes in property laws, anti-discrimination laws, or no smoking laws.
Answer:
C. reducing the compliance costs.
Explanation:
Listing increases compliance costs because there is a lot of compliance by exchanges which needs to be followed.
Note: A compliance cost is expenditure of time or money in conforming with government requirements such as legislation or regulation.
Answer:
option (B) 31,500
Explanation:
Data provided in the question:
Annual earning = $24,000
Worth of uniform = $350
Training worth = $850
Contribution to 401(k) = half of 4% of earning
= 0.5 × 0.04 × $24,000
= $480
monthly amounts toward her insurance:
health = $125
Life = $50
AD&D = $30
Total annual amounts toward her insurance = 12 × [ $125 + $50 +$30 ]
= 12 × 205
= $2,460
Therefore,
Employer taxes and insurance = 14% of $24,000
= $3,360
Therefore,
Cordelia's total annual compensation
= $24,000 + $350 + $850 + $480 + $2,460 + $3,360
= $31,500
Hence,
Answer is option (B) 31,500