Answer:it is nice produre
Explanation:
Answer:
Option B 36 months
Explanation:
The reason is that it meets both the budget requirement which is it must be under $250 and must be the one that pays the principle and the interest amount as quickly as possible. So if Markel choses the option with monthly instalments made within 36 which is under $250 then it will also enable him to pay his liabilities as early as possible.
Answer:
$320.59 decrease
Explanation:
The computation of the change in the value is shown below:
As we know that
The Value of perpetuity is
= Annual inflows ÷ interest rate
Current value is
= $170 ÷ 0.082
= $2,073.17
And,
New value is
= $170 ÷ 0.097
= $1,752.58
Now change in value is
= $2,073.17 - $1,752.58
= $320.59 decrease
We simply applied the above formula
Answer:
Agree with the statement.
Explanation:
Structural unemployment refers to the mismatch of the abilities of the workforce of the economy with the changing ability requirements demanded by the industries in the economy.
This mainly happens because of the new technological innovations and the obsolete education system in a country. One a new technology or a new innovation comes in, the knowledge and the experience possessed by the workers become obsolete.
To eliminate the structural unemployment, the education system, higher education system, professional education system and national employee training and development policies has to be changed and updated accordingly with the changing global market skills demand.
Answer:
$50.57 ; $175,573.6
Explanation:
The computation of the fixed and variable portions of overhead costs based on machine-hours using high low method is shown below:
Variable cost per hour = (High Overhead cost - low overhead cost) ÷ (High machine hours - low service hours)
= ($581,145 - $503,775) ÷ (8,020 hours - 6,490 hours)
= $77,370 ÷ 1,530 hours
= $50.57
Now the fixed cost equal to
= High overhead cost - (High machine hours × Variable cost per hour)
= $581,145 - (8,020 hours × $50.57)
= $581,145 - $405,571.4
= $175,573.60