A price markup is an increase in the price the dealer sells that he ensures in order to gain guaranteed profit. If the markup is 20%, this means that he added 20% of what he paid for the car, and used this price for sale. Therefore, we let x be the price the dealer paid for the car.
$5999 = x + 0.2x = 1.2x
x = $4999
Thus, the dealer paid $4999 originally for the car.
You actually can cause it wasn’t far alone in the relationship
His unemployment is best classified as Structural.
Answer:
$76.856 million
Explanation:
As we know that Balance sheet is divided in two portions.
1. Total Assets (Current Assets + Fixed Assets)
2. Total Liabilities and Share Holders' Equity.
and they both should be equal. So we can write from the above information, as:
Total Assets = Total Liabilities + Total Common Stock + Retained Earnings
N.B. We are excluding Cash from our calculation cause we assume that Cash is already been included in Total Assets.
Hence, by putting the values in above equation we can find our Retained Earnings as:
Retained Earnings + $128.230 million + $6.350 million = $211.436 million
Retained Earnings + $134.58 million = $211.436 million
Retained Earnings = $211.436 million - $134.58 million
Retained Earnings = $76.856 million
C = 50 + 0.8Y is the consumption function that is consistent with the provided data. The MPC is determined by subtracting the change in consumption from the change in disposable income, which equals 160/200, or 0.8.
Marginal propensity calculation.
$200 billion less $0 billion equals $200 billion in changes to disposable income.
Consumption change equals $210 minus $50, or $160 billion.
MPC = Change in Consumption/Change in Disposable Income, which equals $160 billion/$200 billion and is equal to 0.8.
There is a 0.8 marginal tendency to consume.
Step 2
This is how consumption function is defined.
C = a + bY
Where,
a = Consumption at zero income level
b = MPC
In given case,
$50 billion would be consumed at a level of income zero.
MPC is 0.8
So,
C = 50 + 0.8Y is the consumption function that matches the provided data.
To learn more about consumption function
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