Answer:
At least $2,500. If the family's income was $0, then the government will transfer $2,500 to them.
Explanation:
A negative income tax refers to a welfare system where individuals earning below a certain amount, instead of being taxed, receive money transfers from the government.
Answer:
The production range between 1120,000 and 150,000 is called Relevant range
correct option is c) relevant range
Explanation:
given data
normally produces = 120,000 to 150,000 units
to find out
The production range between 1120,000 and 150,000 is called
solution
The production range between 1120,000 and 150,000 is called Relevant range because there are 2 point
- if Craft, Inc. need to reduce fixed expenses then production volume is reduce less than 120000 unit
- if Craft, Inc. need to increase fixed expenses than production volume is increases more than 150000 unit
and if expected fixed expenses will not change than the production volume is 120000 units to 150000 units
so that production range between 1120,000 and 150,000 is called Relevant range
correct option is c) relevant range
Answer:
Time donated to a qualified veterans organization
Explanation:
The reason is that the company can only only deduct the products or services delivered which had cost the organization. The companies are not allowed to deduct the cost of time delivered however if the employee is specially paid to offer the services to qualified charitable institution then the charity would be tax deductable.
Answer:
The accounts receivable balance on May 31 is $17850
Explanation:
First we need to determine the amount of credit sales for the month of May. The credit sales for May will be 70% of the total sales for May. Thus, the credit sales for May are,
Credit sales- May = 34000 * 0.7 = $23800
The accounts receivable balance at the end of May will contain the amount due from credit sales that are made in May that are still not collected and will be collected in the next month as per the company's policy.
Accounts receivable at the end of May = 23800 * 0.75 = $17850