Answer:
As the Company has received a Cheque of $10,000,000 for payment in full. The Company though have not started the production it can consider such amount and cancel the contract and being a misc Income in its profit and loss account.
Though the product is being sold to an university and such organisation work on No profit no loss situation hence it can consider manufacturing 10 units and selling such units to the university at least the university also does not incur a loss of such a huge amount.
Answer:
1. The increase in savings resulting directly from this change in income is $500
That is
Increase in savings = Increase in income minus increase in consumption
= 2000 - 1500
= $ 500
2.The marginal propensity to save (MPS) is calculated by dividing the change in savings by the change in income.
That is
ΔS/ ΔY,
Therefore given
Change in savings =ΔS =$500
Change in income =ΔY = $2000
MPS = 500/2000
MPS = 0.25
3.The marginal propensity to consume (MPC) is calculated by dividing change in consumption by changes in come.
That is ΔC / ΔY
Where ΔC = 1500
ΔY = 2000
Therefore MPC = 1500/2000
= 0.75
1. The increase in savings resulting directly from this change in income is $
Answer:
C.
Explanation:
First of all, C is the only that make sense.
Marketing refers to a set of processes that allow you to create, design, develop (innovate), communicate and deliver product or service offers which have some value to costumers or companies.
So, <u>'redesigning a product to make it more desirable'</u> completely fits with marketing's definition and applies to its work field.
Answer:
The weight of Asset A in the portfolio P is 18.97%. The right answer is a
Explanation:
In order to calculate the weight of asset A in the portfolio P, we would have to calculate first the weight of stock A and B as follows:
Let weight of Asset A is w,
0.058 = w(0.07) + (1 - w)(0.05)
0.058 = 0.07w + 0.05 - 0.05w
w = 40%
Weight of Stock A = 40%
Weight of Stock B = 60%
Therefore Standard Deviation = [(0.40)2(0.30)2 + (0.60)2(0.20)2 + 2(0.40)(0.60)(0.30)(0.20)(0.25)]1/2
Standard Deviation = 18.97%
The weight of Asset A in the portfolio P is 18.97%
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