Answer:
the $400 you would have earned if you sold the toy
Explanation:
Opportunity cost or implicit is the cost of the next best option forgone when one alternative is chosen over other alternatives.
If you didn't give the toy to the child, you could have sold it for $400. Selling the toy is the next option and thus, it is the opportunity cost
The closest to the minimum number of consumers needed to obtain the estimate with the desired precision is (b) 271
Explanation:
When the prior estimate of population proportion is not given , then the formula to find the sample size is given by :-

where E = Margin of error.
z* = Critical z-value.
As per given , we have
E = 5%=0.05
Confidence level = 90%
The critical value of z at 90% is 1.645 (By z-table)
Put all values in the formula , we get
n=0.25(1.645/0.05)²
n=0.25(32.9)²
n=270.6025≈271
Thus, the minimum sample size needed = 271
Hence , the correct answer is 271 .
The market demand curve would be 1000 - 0.125Q.
<h3>How to calculate the demand curve?</h3>
It should be noted that the market demand curve will be the sum of the individual demand curve.
The market demand curve will be calculated thus. Mary’s demand curve is 5P = 5000 – 1.25QM. Here, p = 1000 - 0.25QM
Jack’s demand curve for donuts is given by P = 1000 – 0.5QJ. Helen’s demand curve is given by QH = 2000 – 2P. This will be P = 1000 - 0.5QH.
The slope will be:
= 0.5 × 0.25
= 0.15
The demand function of Jack and Helen are the same. The demand curve will be 1000 - 0.125Q.
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Answer:
The difference between the wages at the two jobs plus 150.00.
Explanation:
There was a contract of one year and as per Severance pay h and H has to pay this amount.
Based on the information given the desired profit per unit is $0.14 per unit.
First step is to find the unit using this formula
Units=Target sales revenue / Target selling price per unit
Units=$850500 / $4.05
Units =210,000
Second step is to calculate the desired profit per unit using this formula
Desired profit per unit=Target selling price per unit - (Target costs / Units)
Desired profit per unit=$4.05-($821250 / 210,000)
Desired profit per unit=$4.05- $3.91
Desired profit per unit=$0.14
Inconclusion the desired profit per unit is $0.14 per unit.
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