Answer:
Projects A,B,C,D and E should be accepted
Explanation:
Based on the fact that each of the itemized projects has the same of level of risk as the company's existing assets, we suggest that the firm undertake those projects that gives a return rate which is above the current weighted average cost of capital of 10.5%
In essence,projects A,B,C,D and E should be accepted as they 12%,11.5%,11.2%,11% and 10.7% returns on investment respectively.
Projects F& G would be rejected on the premise that their rates of return are lower than what is currently obtainable in Midwest Water Works.
Answer:
The Answer is B. Quantitative data
Explanation:
The testing on the golf club, determined a improvement in the driving distance and this was measured numerically and showed in form of a percentage in comparison with average measurements.
When the information is presented with numerical data support, we can say its a quantitative data, because it tells us "how much?".
When the information is presented just with adjetives, telling us about the performance its a qualitative data, because it tell us "how things happened?"
A control variable is the data that is going to modified in order to see changes is the independent variable. In this case, the control variable could be the weight of the club (assumption), and the independent variable the driving distance data(not percentage).
Answer:
a) production units = 450,000
b) Amount of raw materials = 1,010,000.
Explanation:
The production budget is computed as follows;
Production budget = Sales budget + closing inventory - opening inventory
Production budget= 480,000 + 50,000 - 80,000
= 450,000 units
<em>The raw material purchase budget is the amount of material to be purchased to accommodate production need and inventory of materials to be kept.</em>
Purchase budget = usage budget + closing inventory - opening inventoy
Purchase budget = (2× 500,000) + 45,000 - 35,000
= 1,010,000.
Answer:
Assuming that no changes happened, 2020 sales and expenses should be similar to 2019's:
Total Per unit
Total sales $1,842,400 $28
Variables costs <u>($1,184,400)</u> <u>($18)</u>
Contribution margin $658,000 $10
Fixed costs <u>($498,000)</u> <u>($7.57)</u>
Operating income $160,000 $2.43
Answer:
$0.71
Explanation:
Calculation to determine What was the average selling price for the common stock issued
Using this formula
Common stock issued avarage selling price=
Paid-in Capital in Excess of Par-Common÷Common Stock par value per share
Let plug in the formula
Common stock issued avarage selling price=($600,000+$98,000)/($98,000÷$0.10)
Common stock issued avarage selling price=$698,000/$980,000
Common stock issued avarage selling price=$0.71
Therefore the average selling price for the common stock issued is $0.71
