Answer:
11.11%
Explanation:
The computation of the return on assets is given below:
But before that following calculations need to be done
Total assets = Total debt ÷ Total debt ratio
= $657,000 ÷ 0.31
= $2,119,354.839
Total equity = Total Assets - Total Debt
= $2,119,354.839 - $657,000
= $1,462,354.839
Net profit = Total equity × Return on equity
= $1,462,354.839 × 0.161
= $235,439.129
And, finally
ROA = Net profit ÷ Total Assets
= $235,439.129 ÷ $2,119,354.839
= 11.11%
Answer:
Earnings per share
= <u>Net income - Preferred dividend </u>
No of common stocks outstanding
= <u>$1,500,000 - 0</u>
1,000,000 shares
= $1.50 per share
P/E ratio = <u>Market price per share</u>
Earnings per share
15 = <u>Market price per share</u>
$1.50
Market price per share = 15 x $1.50
= $22.50
Explanation:
In this question, there is need to calculate earnings per share by dividing net income by number of common stocks outstanding. Thereafter, we will apply P/E ratio formula, where P/E ratio and earnings per share are known. We will make market price per share the subject of the formula.
Answer:
d. $672.41 per service call
Explanation:
The computation of the activity rate for servicing goods is shown below:
= (Total servicing good cost) ÷ (Total service calls)
= $195,000 ÷ 290
= $672.41 per service call
The total service call would be
= JIT distributors + Non-JIT distributors
= 200 + 90
= 290
All other information which is given is not relevant. Hence, ignored it
Answer:
The subject property should be valued at $760,000
Explanation:
Sales comparison approach to valuation in real estate values properties by comparing their similar characteristics, and the features are priced. The total value of a property is thus the addition of all features.
In the instance given, both properties have 3 bedrooms and 2 bathrooms and so using comparison theses features are equally priced at $690,000.
So the property with the golf course will have $690,000 added to the value of the golf course ($70,000).
That is $760,000.
Total cost = $3 / gallon (150 miles / (25 miles/gallon)) =<span> $18</span>