Answer:
Differential income from the special order= $127,000
Explanation:
A company should accept a special order where the order generates additional contribution. i.e where the special order sales exceeds all relevant cost.
The relevant cost for decision to accept the special order are
I Incremental Revenue from the special order
2. incremental variable cost
Contribution per unit = 18-13=5
Total contribution from special order = contribution per unit × units
= 5× 25,400=$127,000
Differential income from the special order= $127,000
Note that whether or not the special order is accepted the fixed manufacturing and fixed operating expenses of would be incurred either way. Therefore , they are not relevant for the decision
Answer:
<em>The question is incomplete, complete question is as follows:</em>
Individual Retirement Accounts (IRAs) allow people to shelter some of their income from taxation. Suppose the maximum annual contribution to such accounts is $5,000 per person. Now suppose there is a decrease in the maximum contribution, from $5,000 to $3,000 per year.
Shift the appropriate curve on the graph to reflect this change.
This change in the tax treatment of interest income from saving causes the equilibrium interest rate in the market for loanable funds to and the level of investment spending to.
Explanation:
<em>To decrease.</em>
Saving is the basis of the loanable finance supply.
<em>Decreasing the saving rates which families may shelter from income tax would deter saving on each interest rate, contributing to a change in the supply of loanable funds to the left. </em>
The initial interest rate is due to a shortage of loanable funds. The lenders will also be able to increase the interest rate which they charge for loans with more inclined borrowers than lenders.
Whilst the interest rates increase, the quantity required for loanable funds is declining. The equilibrium interest rate is increasing, and the equilibrium amount of borrowed and invested loanable funds is decreasing.
Answer:
$10,503.59
Explanation:
This question requires us to find how much you have to deposit today if:
Fv = 18,000
Time = 9 years
PV= fv/(1 + i)^n
N = 9 X 12 = 108
I/y = 0.5%
PV = $18,000 / 1.005^108
= $10,503.59
Therefore what you have to deposit today is $10,503.59
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Hope this helps, Happy Valentines day (: