40,000 units and $400,000 are the break-even point in units and dollars respectively.
<u>For units:</u>
$200,000/5 = 40,000
<u>For dollars:</u>
40,000 x $10 = $400,000
<h3><u>What is a </u><u>
break-even point </u><u>?</u></h3>
The break-even threshold is reached when overall costs and total revenues are equal, leaving your small firm with no net benefit or loss. In other words, you've achieved the point in manufacturing when the income from a product matches the cost of manufacture.
This is a crucial calculation to include in your business strategy for every new venture. Potential investors want to know when they may anticipate a return on their investment as well as the rate at which it will occur. This is due to the fact that some businesses may take years before becoming profitable, frequently losing money in the initial months or years before achieving break-even. Break-even point is crucial in every company plan given to a potential investor because of this.
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Answer:
-$4.9 per share
Explanation:
Albrecht Corporation.
Net Loss per Share:
= - $1,862,000/ [($373,000*5/12)+($385,000*7/12)]
=-$1,862,000/$155,417+$224,573
=-$1,862,000/$380,000
=-$4.9 per share
Therefore Albrecht net loss per share for the year end december 31 2021 will be -$4.9 per share
The correct answer is Groundwater pollution
The remaining options have no influences on free resources and are not a negative externality regarding them.
Answer:
6.997%
Explanation:
To find the answer, we use the Yield to Maturity (YTM) for a Zero Coupon Bond:
YTM = [(F/PV)^1/n] - 1
Where:
F: Face/Par value (the question is telling us that the par value of a 3-year bond is $816.367)
PV: Present Value (which is the same as the price: $1,000)
n: number of periods (in this case 3 years because the coupon is annual)
Now, we plug the amounts into the formula:
YTM = [($1,000/$816.37)^1/3]-1
YTM = 6.997%
