Answer:
the real GDP in 2019 is $200
Explanation:
The computation of the real GDP is shown below;
= Base year price × quantity produced in 2019
= $1 × 200
= $200
Hence, the real GDP in 2019 is $200
The above should be used to determine the real GDP in 2019 and the same should be relevant
Answer:
COGS= $2,060
Explanation:
Giving the following information:
July 1: Beginning Inventory 30 units at $15 $450
July 7: Purchases 90 units at $23 2070
July 22: Purchases 10 units at $20 200
Ending inventory in units0 30 units
<u>First, we need to calculate the number of units sold:</u>
Units sold= total units - ending inventory in units
Units sold= 130 - 30
Units sold= 100
<u>Now, to calculate the cost of goods sold under the FIFO (first-in, first-out), we need to use the cost of the firsts units incorporated into inventory:</u>
COGS= 30*15 + 70*23
COGS= $2,060
Answer:
The size of the payment = $628.63
Explanation:
<em>An annuity is a series of equal payment or receipt occurring for certain number of period. </em>
The payment in question is an example of an annuity . We can work back the size of the payment using the present value of the ordinary annuity formula stated below
The Present Value of annuity = A × (1- (1+r)^(-n))/r
A- periodic cash flow,= ? r- monthly rate of interest - 4.25%/12= 0.354%
n- number of period- (71/4×12)= 87.
Let y represent the size of the payment, so we have
47,000 = y × ( 1-1.00354^(-87))/0.00354
47,000 = y× 74.76
y =47,000/74.7656= 628.63
The size of the payment = $628.63
Answer:
The optimal usage of fabric = 2
Explanation:
Given the quantity, Q = 10 + 4F - (1/3) F^3
Selling price = $20
Profit = TR - TC
There is no variable cost and let the fixed cost is constant G.
Profit = PQ - G
Profit = 20(10 + 4F − (1/3)F^3)) - G = 0
Now take the first order derivative:
d(profit) / dF = 0
20(4 - F^2) = 0
F = 2
Therefore the optimal usage of fabric = 2
Answer:
Explanation:
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