already answered this question for you in a previous post.
Answer:
<em>The answer will be 136.11
</em>
Explanation:
Because since the cost of the basket in 2005 is = (3x20) + (4 x 12) = 108; And the cost of basket in 2006 is = (3x25) + (4 x 18) = 147
To calculate the CPI,
- <em>Put a sampling of product prices from a previous year. </em>
- <em>Then, put the current prices of the same items together. </em>
- <em>Divide the current total prices by the old prices and then subtract the sum by 100.</em>
The Consumer Price Index (CPI) for 2006 = <em>(147/108) x 100 = 136.11</em>
By the use of Lifo in a period where the prices rise, companies avoid to report paper profit, also called phantom profit, as economic gain. Have in mind that in periods of changing prices, the cost flow assumption can have a significant impact onincome and on evaluations based on income. That is why when Lifo is used the companies tend to <span>report the lowest net income </span>
Answer:
10.67%
Explanation:
For computing the change in ROE first we have to find out the debt and equity values which are shown below:
The debt value = Total invested capital × debt rate
= $195,000 × 37.5%
= $73,125
And, the equity value = Total assets - debt value
= $195,000 - $73,125
= $121,875
Now we apply the Return on Equity formula which is presented below:
= (Net income ÷ Total equity) × 100
The net income is $20,000 and the equity value would remain the same
So, the ratio would be = ($20,000 ÷ $121,875) × 100 = 16.41%
And if the net income raise to $33,000
Then the new ROE would be = ($33,000 ÷ $121,875) × 100 = 27.07%
So, the change in ROE
= New ROE - Old ROE
= 27.07% - $16.41%
= 10.67%
Answer:
$33,410
Explanation:
The computation of Ending finished goods inventory after allocation of underapplied or overapplied manufacturing overhead is shown below:-
Ending finished goods inventory after allocation of overapplied manufacturing overhead
= (Total of finished goods - (Manufacturing overhead applied of finished goods ÷ Total of Manufacturing overhead applied) × Overapplied amount
= ($34,530 - ($6,240 ÷ $39,000) × $7,000)
= $34,530 - $1,120
= $33,410