Answer:
The question does not include any requirements, so I looked for similar questions:
- Use the least squares method to develop the estimated regression equation.
-
For every additional car placed in service, estimate how much annual revenue will change.
1) Y = -14.95 + 12.82X
2) for every 1 thousand cars put into service, revenue should increase by $12.82 million.
See attached PDF for calculations
Answer:
False
Explanation:
It is the opposite case in terms of demand and supply
Answer:
The answer is $44,000
Explanation:
Solution
Given that
Now
Present/current year AGI = $300000
Present /current year tax liability = $60000
Prior year AGI = $200000
Prior year tax liability = $40000
Thus
As per Tax rule or applying the Tax rule
If Adjusted gross income(AGI) of prior year is below $250000 then the minimum required tax payment in the current year in order to avoid interest penalty is lower of
(1) 90% of present /current year tax (liability) or
(2) 110% of prior year tax liability
So
Because the prior year AGI is $200000 which is lower than $250000, in order to avoid interest penalty, the minimum required payment amount of tax liability in current/present year is lower of
(1) 90% of current year tax liability of $60000
Then
$60000 *90% = $54000
Or
(2)110% of prior year tax liability of $40000
$40000 ×110% = $44000
Hence, minimum required total tax payment amount for the current year is $44,000
Answer:
Tennis racquet cost is $76.71 per unit
Badminton racquet cost is $73.67 per unit
Price of badminton racquet at 30% mark-up is $95.77
Explanation:
I calculated the cost of each racquet as well as their prices in the attached excel file.
I started I added all prime costs(direct materials plus direct labor costs) to overhead costs.
After having arrived at total manufacturing costs, I divided them by volume of each product to arrive at cost per unit.
I then marked up the cost by 30% to determine market price per unit.
Answer:
Gene's Gloves was given the right to dump 5,000 gallons of harmful chemicals. It will need to spend $10,000 ($1 per gallon x 10,000 gallons) to substitute harmful chemicals for harmless chemicals in order to keep working.
Wally's Wallet was also given the right to dump 5,000 gallons of harmful chemicals. It will need $60,000 ($3 per gallon x 20,000 gallons) to treat those chemicals and turn them harmless in order to keep working.
If Gene can sell its right to dump 5,000 gallons to Wally, for a price higher than $5,000 but lower than $15,000, both companies would win:
Gene would spend $15,000 in harmless chemicals but it would have between $5,001 and $14,999 in revenue from the selling of "pollution rights".
Wally will spend $45,000 in treating harmful chemicals but it will have to pay Gene between $5,001 and $14,999 for buying their "pollution rights".