Answer:
Direct labor time (efficiency) variance= $6,270 favorable
Explanation:
Giving the following information:
Standard= Direct labor 0.4 hours $ 11.00 per hour
Actual output 2,600 units
Actual direct labor-hours 470 hours
To calculate the direct labor efficiency variance, we need to use the following formula:
Direct labor time (efficiency) variance= (Standard Quantity - Actual Quantity)*standard rate
Standard quantity= 0.4*2,600= 1,040
Direct labor time (efficiency) variance= (1,040 - 470)*11
Direct labor time (efficiency) variance= $6,270 favorable
Answer:
For the Economist A the spending multiplier is = 8, the tax multiplier = 4, the increase in spending is = $4 billion, the tax cut is = $8 billion.
For the Economist B, the spending multiplier is =4, the tax multiplier = 2, the increase in spending is = $8 billion, the tax cut is = $16 billion.
Explanation:
Solution
Given that:
(1)The Economist A
The Spending multiplier = 8
In closing the output gap of $32 billion, required increase in spending = $32 billion / 8 = $4 billion
Thus,
The tax multiplier = 4
To close output gap of $32 billion, required decrease in tax = $32 billion / 4 = $8 billion
(2)The Economist B
Now,
The spending multiplier = 4
To close output gap of $32 billion, required increase in spending = $32 billion / 4 = $8 billion
So,
Tax multiplier = 2
To close output gap of $32 billion, required decrease in tax = $32 billion / 2 = $16 billion
I think its A cuz its about good or bad credit all the time
Answer: $1,852,320
Explanation:
First find out the proportion owned by Matsui.
= 74,800 shares / 220,000
= 34%
The investment at the end of the year is:
= Cost of investment + Shares of net income - Share of dividend
Share of income:
= Percentage ownership * Net income
= 34% * 240,000
= $81,600
Share of dividend:
= 34% * 72,000
= $24,480
Investment at end of year:
= 1,795,200 + 81,600 - 24,480
= $1,852,320
Answer: 4.7%
Explanation:
Expected return is calculated as:
= Risk free return + Beta ( Market risk premium)
10.8% = 5% + (1.22 × Market risk premium)
10.8% - 5% = 1.22market risk premium
5.8%/1.22 = market risk premium
Market risk premium = 0.058/1.22
Market risk premium = 0.047
Market risk premium = 4.7%
