Answer:
Explanation:
Effect of crowding out:
The crowding out phenomena describes the economic phenomena in which an increase in government public spending leads to reduced or perhaps may eliminate of private investment.
Multiplier:
The multiplier represents the ratio of income to investment change.
Given that:
$13 billion increase in government spending will lead to a $52 billion
The rise in demand for goods & service will be the value of multiplier which is
= 52/13
= 4
To determine the multiplier using the formula:
Multiplier = 1 /( 1- MPC)
4 = 1/(1 - MPC)
4 (1 - MPC) = 1
(1- MPC) = 1/4
-MPC = 0.25 - 1
MPC = 0.75
Marginal propensity to consume = 0.75
Answer:
Inventory cost will be $3
So option (b) is correct option
Explanation:
We have given that carrying and setup cost is $600
So carrying and setup cost = $600
And EOQ = 200 units
We have to find the inventory carrying cost per year
We know that inventory carrying cost is given by
inventory carrying cost 
So option (b) will be correct option
This question is incomplete, the complete question is;
We will derive a two-state put option value in this problem.
Data: S₀ = 106; X = 112; 1 + r = 1.12. The two possibilities for ST are 149 and 75.
The range of S is 74 while that of P is 37 across the two states. What is the hedge ratio of the put
Answer: the hedge ratio of the put H = - 1/2 ≈ - 0.5
Explanation:
Given that;
S₀ = 106, X = 112, 1 + r = 1.12
Us₀ = 149 ⇒ Pu = 0
ds₀ = 75 ⇒ Pd = 37
To find the Hedge ratio using the expression
H = Pu - Pd /Us₀ - ds₀
so we substitute
H = 0 - 37 / 149 - 75
H = - 37/ 74
H = - 1/2 ≈ - 0.5
Answer:
$7.05
Explanation:
Given that
Direct labor = $3.50 per unit
Direct material = $1.25 per unit
Variable overhead = $41,400
Total fixed overhead = $150,000
Produced units = 18,000
The computation of total product cost per unit under variable costing is shown below:-
Total Variable overhead = Variable overhead ÷ Produced units
= $41,400 ÷ $18,000
= $2.3
Total product cost per unit = Direct labor + Direct material + Total variable overhead
= $3.50 + $1.25 + $2.3
= $7.05
