Answer:
$ 1,212 Net INCOME
Explanation:
Income Statement
$ 7,030 Sales
-$ 230 Sales returns and allowances
$ 6,800 Net Sales Revenues
-$ 90 Depreciation expense
-$ 3,400 Cost of goods sold
$ 3,310 Gross PROFIT
-$ 499 Advertising expense
-$ 114 Research and development expense
-$ 460 Salaries and Wages Expenses
-$ 105 Rent expenses
-$ 60 Utilities Expenses
-$ 1,238 Operating EXPENSES
$ 2,072 Operating INCOME
-$ 46 Loss on disposal of plant assets
-$ 161 Interest Expenses
-$ 207 NonOperating EXPENSES
$ 1,865 NET INCOME AFTER TAXES
-$ 653 Income Tax Expenses 35%
$ 1,212 Net INCOME
Answer:
A greater saving will reduce the impact of the multiplier.
Explanation:
A multiplier generally refers to the factor that amplifies or increase the initial change of something else.
In economics, multiplier refers how change in spending or saving results into a larger change in local output and income.
Since addition of marginal propensity to consume (MPC) and marginal propensity to save (MPS) is equal to 1, the formula for calculating a multiplier can be stated as:
Multiplier = 1/(1 - MPC) or 1/MPS
From the question therefore, when MPS = 0.10, we have:
Multiplier = 1/0.10 = 10
When MPS is increases to 0.20, we have:
Multiplier = 1/0.20 = 5
Since 5 is less than 10, a greater saving will therefore reduce the impact of the multiplier.
Personally I spend about 4 hours on schoolwork (assuming there are no projects).
(4 hours because I'm taking 4 APs)
I spend extra 2-3 hours just reviewing/studying.
The remaining time is used to have fun ;)
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Learn more about Customer Service here:
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Answer:
$14.73
Explanation:
Given that, there is a 50 - 50 chance that a call option will either increase or decrease ;
Exercise price = $109
Increase price = $142
Decrease price = $76
Using the two state stock price model :
Increase price - exercise price ; 142 - 109 = $33
Decrease price - exercise price ; 76 - 109 - $33
We calculate the mean, expected value of winning after one year,
E(X) = Σx*p(x)
Since call won't be exercised if price decrease, then - 33 = 0
x : ___ 33 _____ 0
p(x) : _ 0.5 ____ 0.5
E(X) = (33*0.5) + (0*0.5)
E(X) = 16.5
The present value, PV = Expected winning / (1 + r)
PV = 16.5 / (1 + 0.12) = 16.5 / 1.12 = 14.73