Option "b" is correct. It is because that any industry without competition always move towards its fatal destruction. The quality of items being produced in such industry degraded with passage of time. So in this case, the the company that belongs to such an industry has to utilize its economic power for its own survival and in the favor of the remaining industry.
Answer:
The depreciation schedule for six years is attached below.
Explanation:
Answer:
The correct answer is C
Explanation:
Floor bridge is one of the effective and useful exercise which works on the hamstrings of the person. It is performed by slowly pushing the heels, lifting the hips from the floor untill the body is in a position which is straight line from the knees to the shoulders.
So, the best approach in order to avoid any adductors while doing the floor bridge, one has to keep the feet, hip width apart and then straight ahead.
Answer:
$5,082
Explanation:
Calculation of the balance in Kent's deferred tax liability account as of December 31, 2021
Using this formula
Deferred tax liability balance =Cumulative future taxable amounts*Enacted tax rate
Where,
2021 Cumulative future taxable amounts =$24,200
Enacted tax rate=21%
Let plug in the formula
Deferred tax liability balance =$24,200*21%
Deferred tax liability balance =$5,082
Therefore the balance in Kent's deferred tax liability account as of December 31, 2021 will be $5,082
Answer:
To find EMI (P) we know that the yearly EMI for the loan of $20000 for 35 years at an interest of 3.5% is $992 per year.
Therefore upon calculating the loan after the seventeenth year we have $19252
The EMI calculated after the one-third permitted on the seventeenth payment is, therefore: $992*1/3= 992/3=$330
Therefore, the balance calculated after the twenty-seventh instalment = $6150
Therefore the yearly EMI (P) for the loan of $6150 at 4% for the remaining eight years is $900 per year.
Explanation:
To find EMI (P) we know that the yearly EMI for the loan of $20000 for 35 years at an interest of 3.5% is $992 per year.
Therefore upon calculating the loan after the seventeenth year we have $19252
The EMI calculated after the one-third permitted on the seventeenth payment is, therefore: $992*1/3= 992/3=$330
Therefore, the balance calculated after the twenty-seventh instalment = $6150
Therefore the yearly EMI (P) for the loan of $6150 at 4% for the remaining eight years is $900 per year.
