Answer:
MPC = 0.8
MPC = 0.2
Explanation:
Marginal propensity to consume is the proportion of an increase in income that is spent on consumption.
Marginal propensity to consume = increase in consumption / increase in disposable income
Marginal propensity to save is the proportion of an increase in income that is saved.
Marginal propensity to save = increase in savings / increase in disposable income
Disposable income is either consumed or saved. so,
Marginal propensity to consume + marginal propensity to save = 1
Marginal propensity to consume = $64 / $80 = 0.8
Marginal propensity to save = $16 / $80 = 0.2
I hope my answer helps you
Answer:
10.71%
Explanation:
The computation of the required rate of return on this preferred stock is shown below :
The Required return on preferred stock is
= Dividend ÷ market value of preferred stock
= 7.50 ÷ $70
= 10.71%
By dividing the dividend from the market value of preferred stock we can get the Required return on preferred stock and the same is to be considered
therefore we ignored the par value i.e $60 as this is not relevant
Answer:
False
- At MultiMarkets, a chain of retail stores, top management decided to respond to the growing challenge of online retail websites with <u>DECENTRALIZED</u> planning , using planning experts to help store managers develop their own plans.
Explanation:
In a corporation, decentralized planning means that some planning functions and decision making processes are delegated to lower level managers.
In this case, MultiMarkets' upper management is delegating planning functions to local store managers as a way to respond to an increase in online retailing.
Answer:
Answer is explained in the explanation section below.
Explanation:
Data Given:
Material Cost Per Trailer = $500
Material Cost plus Profit Per Trailer (15%) = $500 + 75 = $575
Selling Price = $1000
Labor Cost Remaining Per Trailer = $425
Formula to Calculate the number of Trailers:
X = X1 (
)
Where,
N = number of Trailers
S = Slope Parameter
X = $425
X1 = $700
So, First we need to find the slope parameter, in order to calculate the number of trailers to be built.
S = 
where, α = 0.85 rate of improvement.
Plugging in the values into the formula, we get:
S =
S = -0.234
Now, we can easily find the number of trailers.
X = X1 (
)
Plugging in the values,
425 = 700 x (
)
Solving For N, we get:
N = 8.4 Trailers
N = 9 Trailers.
Hence, 9 Trailers must be built in order to realize this rate of profit.