Answer:
Explanation:
Apr-30
Dr Felix Godwin, Capital 20,055
Dr Fees earned 381,030
Cr Wages expense 294,900
Cr Rent expense 70,800
Cr Supplies expense 26,540
Cr Miscellaneous expense 8,845
Apr-30
Dr Felix Godwin, Capital 38,000
Cr Felix Godwin, Drawing 38,000
Answer:
tellers at JP Morgan Chase branches.
Explanation:
The organization i.e. customer focused along with it, it is inverted organization that empowered the front line workers at the upper level of the pyramid so this organization form represent the example of the tellers at the branches of JP Morgan chase where the same thing happen
So the same is to be considered
Government increases its spending when the economy is expanding, automatic stabilizers increase the government spending multiplier.
Automatic stabilizers offset fluctuations in economic interest without direct intervention by policymakers. when incomes are excessive, tax liabilities rise and eligibility for authorities blessings falls, with no trade in the tax code or other legislation.
All through a monetary increase, automated stabilizers enable the government to chill off expansion or even fight inflation. while earnings fall, the identical stabilizers can position cash returned in the machine by means of tax refunds, welfare assessments, and other strategies to permit huge quantities of government spending.
Learn more about the government stabilizers here:brainly.com/question/25558588
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Answer: $498
Explanation:
A Put is an option that will only be exercised if the price of the underlying security which is the stock in this case, falls below the current price of $58.
This means that we will not include the 70% chance of increase in our calculation.
In a contract, there are 100 shares.
Expected profit = Contract price - (Prob. of dropping by 10% * 10% of stock) - (Prob. of dropping by 20% * 20% of stock)
= 730 - ( 20% * 10% * 58 * 100) - (10% * 20% * 58 * 100)
= 730 - 116 - 116
= $498
Answer:
time required is 7.70 years
Explanation:
given data
interest rate = 9%
solution
we know with the compounded continuously rate r and time t amount is
A(t) = A(o) .................1
and we have given amount is double so
A(t) = 2 A(o)
so from equation 1 put the value and we get here
2 A(o) = A(o)
ln(2) = 0.09 t
solve it we get time
time t = 7.70 years
so time required is 7.70 years