Answer:
Explanation:
Rate of interest = 3.2 / 12 = .266667
No of terms = 12 x 30 = 360
amount = 176000
PMT = $ 761.14
Now the instalment is increased by 10% so
the instalment becomes = 761.14 + 76.11
= #837.25
No of years required from table
= 25.74 years.
Answer:
d) $677,532.
Explanation:
1.
Written down value of the equipment after 4 years = Cost x ( 100% - 1st year MACRS - Second-year MACRS - Third-year MACRS - Fourth-year MACRS ) = $3,500,000 x ( 100% - 20% - 32% - 19.20% - 11.52% ) = $604,800
2.
Now calculate the gain on the sale of equipment
Gain on the sale of equipment = Sale Price - Written down Value after 4 years = $715,000 - $604,800 = $110,200
3.
Tax owed = Gain on the sale x Tax rate = $110,200 x 34% = $37,468
After-tax salvage value = Sales price - Tax = $715,000 - $37,468 = $677,532
Answer:
$140
Explanation:
Calculation for What is the least amount the government can spend to overcome the $350 billion gap
First step is to find the Multiplier using this formula
Multiplier=1(1-Marginal propensity)
Let plug in the formula
Multiplier=1/(1-0.6)
Multiplier=1/0.4
Multiplier=2.5
Now let calculate the least amount the government can spend using this formula
Least amount=Gap/Multiplier
Let plug in the formula
Least amount=$350 billion /2.5
Least amount=$140
Therefore the least amount the government can spend to overcome the $350 billion gap is $140
Answer:
Stock is valued at lower of : cost or market price [prudence principle]
Explanation :
Prudence or Conservatism is an accounting principle : anticipating for all possible losses & expenditures, not anticipating for possible profits & gains. This makes business better prepared to face all contingent expenditures/ losses.
This concept's implication is that : Stock or Inventory is valued at the value whichever is lesser between 'cost of inventory' & sale price. This makes inventory valuation as per the above explained Prudence/ Conservatism principle.
Answer:
d. 0.2
Explanation:
D = 500
R = 100
D*rr = R
500*rr = 100
rr = 100/500
= 0.2
Therefore, The required reserve ratio is a 0.2
