The correct answer is plumbing
Answer:
Net foreign lending would be equal to <u>$4 billion</u>.
Explanation:
This can be computed using the formula for computing the total output of an open economy as follows:
Y = C + G + I + NX .................................. (1)
Where;
Y = Total Output = $35 billion
C = Desired consumption = $15 billion
G = Government purchases = $10 billion
I = Desired investment = $6 billion
NX = Net foreign lending = ?
Substituting the values into equation (1) and solve for NX, we have:
$35 = $15 + $10 + $6 + NX
$35 - $15 - $10 - $6 = NX
NX = $4 billion
Therefore, net foreign lending would be equal to <u>$4 billion</u>.
Answer:
The correct answer to the following question is B) the economy is at full employment.
Explanation:
Standardized budget which is also know as full employment budget , is used to measure the federal budget deficit or surplus , with the given tax rates and government spending. Here the assumption made is that the economy has full employment, and this is one of the major difference between standardized and actual budget . Also standardized budget would reflect any type of adjustment that has to be made in the actual budget. So therefore the only way that actual budget and standardized budget are equal is when they both have full employment present in the economy.
Answer:
1693.25
Explanation:
The computation of the current price of the item and the price 9 years from today is shown below:-
p(t) = 1,200 × (1.039)^t
Now, the current price can be found by putting t = 0
p(0) is

The price 10 years from today
p(9) is

Now we will solve the above equation
= 1,200 × 1.411041958
= 1693.25035
or
= 1693.25
Answer:
hello your question is incomplete attached below is the complete question
answer: 28.12%
Explanation:
The first table is the allotting of relative weighted value in from to chart and also finding the Total.
The second table is found by multiplying 1-times cell distance in the upper 2-times with cell distance in lower triangular values.
Hence Flow efficiency = (Total / penalty ) * 100
= ( 36 / 128 ) * 100 = 28.12%