Answer:
The equilibrium quantity will decline. The equilibrium price depends upon the extent of change in demand and supply.
Explanation:
When consumer items go out of style their demand decrease. This causes the demand curve to shift leftwards. At the same time, the production of such items s stopped. This further causes the supply to decrease. The supply curve, as a result, shifts leftwards.
This leftward shift in both demand and supply curve will lead to a decline in the equilibrium quantity. The change in price depends upon the extent of change in demand and supply.
Answer:
The correct answer is (A)
Explanation:
The cost which is directly associated with converting materials into a finished product is known as direct labour cost. The cost of wages paid to employees is the direct cost involved in the manufacturing process. In other words, a cost that is directly involved in the production of goods and services is the direct cost, for example, direct cost, direct commission, direct material cost.
Answer:
b. $150,000
Explanation:
The computation of the working capital is shown below:
= Total current assets - total current liabilities
= $370,000 - $220,000
= $150,000
We simply applied the above formula
And, the same is to be considered
Hence, the working capital is $150,000
Therefore the correct option is b. $150,000
All the other options are wrong.
Answer:
I will save $26,390
Explanation:
A fix Payment for a specified period of time is called annuity. The Compounding of these payment on a specified rate is known as Future value of annuity. In this question $1,175 per year payment for 15 years at 5.53% interest rate is also an annuity.
We can calculate the amount of saving by calculating the future value of the given annuity.
Formula for Future value of annuity is as follow
Future value of annuity = FV = P x ( [ 1 + r ]^n - 1 ) / r
Where
P = Annual payment = $1,175
r = rate of return = 5.53%
n = number of years = 15 years
Placing Value in the formula
Future value of annuity = FV = 1,175 x ( [ 1 + 5.53% ]^15 - 1 ) / 5.53%
Future value of annuity = FV = 1,175 x ( [ 1 + 0.0553 ]^15 - 1 ) / 0.0553
Future value of annuity = FV = $26,390