Answer:
c. 5
Explanation:
L Q MPL (ΔinQ/ΔinL) VMPL
4 52
5 60 8 80
6 66 6 60
7 70 4 40
8 72 2 20
Note: Labour hired per day = L, Total product = Q, Marginal Product of labor=MPL, VMPL =Price*MPL
A firm will maximize the profit by increasing the number of labor as long as VMPL is higher than or equal to the wage rate. In this case, we observe that VMPL ($80)>wage rate ($75) for L=5 but VMPL ($60)<wage rate ($75) for L=6. So, the optimal number of labor to be hired is 5.
Answer:
The maximum contribution is $3,850
Explanation:
The contribution eliminate isn't pertinent if the single citizen under age 50 doesn't take an interest in the business supported arrangement and most extreme measure of $5,500 can be asserted for charge year 2019.
As Williams takes an interest in the business supported arrangement and he is under age 50, the IRA contribution will eliminate for money above $63,000 up to $73,000.The most extreme breaking point is $5,500
.
Compute the contribution as follows:
[($66,000 - $63,000) / ($73,000 - $63,000
)] × 100 = 30%,
Thus, 30% contribution will phase out and 70% of maximum limit is allowed. Therefore, maximum contribution is $5,500 x 70%, i.e. $3,850.
I just answered this to get a point sorry ☺
Answer:
Explanation:
United States is producing 200 tons of hamburgers and 60 tons of tacos.
United States' opportunity cost for producing 1 ton of hamburgers
= 
= 0.3
United States' opportunity cost for producing 60 tons of tacos.
= 
= 3.33
So we see that US has a lower opportunity cost in producing hamburgers, so it has a comparative advantage in producing hamburgers.
Mexico is producing 40 tons of hamburgers and 50 tons of tacos.
Mexico's opportunity cost of producing a ton of hamburgers
= 
= 1.25
Mexico's opportunity cost of producing a ton of tacos
= 
= 0.8
So we see that Mexico has a lower opportunity cost in producing tacos, so it has a comparative advantage in making tacos.
Since US specializes in making hamburgers, it will produce 200 tons of hamburgers and 0 tons of tacos.
Mexico specializes in making tacos, it will produce 50 tons of tacos and 0 tons of hamburgers.
A segment should probably be dropped when the segment has important side effects on other segments cannot cover its own costs. The correct option is B.
<h3>What is a segment margin?</h3>
The profit or loss generated by one component of a business is referred to as segment margin.
Segment margin only considers the segment's revenue and expenses.
By analyzing a company's strengths and weaknesses, segment margin can provide an accurate picture of where it is performing well and where it is not.
If a segment cannot cover its own costs, it should be dropped unless it has significant side effects on other segments.
Thus, the correct option is B.
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