Answer:it’s D
Explanation: Just answered it
Answer: false
Explanation: The first statement in the given case is correct as accounting is based on determining net income. Whereas, the subject matter of finance is related to increase the value of the company and the value of its shareholders wealth.
Finance does not only focus on net income but it also focuses on other aspects like liquidity, future potential etc.
Hence the given statement is false.
The most Sheldon should pay in one calendar year is $9,750
Deductible is a term used in Insurance. The amount of deducible refrain the Insurer from liability until a certain level of liability is reached.
Given that :
Premium = $250
Deductible = $3500
Maximum out-of-pocket expenses = $6000.
Then, the maximum he should pay in one calendar year is:
= $250 + $3,500 + $6,000
= $9,750
Therefore, the maximum he should pay in one calendar year is $9,750
Learn more about insurance plan here : brainly.com/question/25676329
Answer:D. the marginal cost curve determines the quantity of output the firm is willing to supply at any price.
Explanation: The marginal cost is the change in total cost of producing a set of product as a result of adding one more unit to the production.
For example, if a firm has to buy one more production equipment in order to increase the number of product is the cost associated with that additional equipment is a MARGINAL COST.
THE MARGINAL COST CURVE DESCRIBES THE RELATIONSHIP BETWEEN THE MARGINAL COST OF A FIRM IN THE SHORT-TERM PRODUCTION OF A GOOD OR SERVICE AND THE QUANTITY OF FINISHED GOODS PRODUCED BY A FIRM.
Answer:
The correct answer for option (a) is $3,080 and for option (b) is $2,141.
Explanation:
(a). Current pay = $44
After 40 hours, Pay = $44 × 1.5 = $66
So, we can calculate the gross pay by using following formula:
Gross pay = (40 hours × $44 ) + (20 hours × $66)
= $1,760 + $1,320
= $3,080
(b).
Security Tax = Gross pay × 6% = $3,080 × 6% = $184.8
Medicare Tax = Gross pay × 1.5% = $3,080 × 1.5% = $46.2
Federal Income Tax = $708
So, we can calculate the net pay by using following formula:
Net Pay = $3,080 - $184.8 - $46.2 - $708
= $2,141
