Answer:
- a. <em>Break-even quantity:</em> <u>28,000 pens</u>
- b<em>. Price</em>: <u>$1.51 per pen</u>
Explanation:
1. Break-even quantity
<u>a) Revenue, R(x)</u>
The monthly revenue is the product of the price by the number of units sold in the month.
Naming x the number of pens sold in the month:
<u>b) Cost, C(x)</u>
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The monthly cost is the sum of the fixed cost per month plus the variable costs:
- C(x) = $21,000 + 0.25 × x = 21,000 + 0.25x
<u>c) Break-even</u>
Break-even is the point when the revenue and the total costs are equal, this is, when the profit is zero. Write the equation and solve:
Hence, the break-even quantity is 28,000 pens.
2. Price pens must be sold to obtain a monthly profit of $18,000
Profit = Revenue - Total cost
- P(x) = x.p - [ 0.25x + 21,000]
Where p is the price.
- P(x) = x.p - 0.25x - 21,000
Substitute the quantity demanded, x, with 31,000, and the profit, P(x) with 18,000:
- 18,000 = 31,000p - 0.25(31,000) - 21,000
Solve for p and compute:
- 31,000p = 18,000 + 7,750 + 21,000
That is $1.51 per pen.
Answer:
C. Jobs argument
Explanation:
The job preservation argument is brought up by unions to look out for union jobs.
Answer:
C. $17,500
Explanation:
1,300 / 200 = 6.5
we are going to hire between 6 and 7 welder as we are given the requirement <u>"for every 200 hours or fewer in a month"</u> we should round above and not below: 7 welder. Besides, we cannot hire "half" or "quarter" of an employee therefore we have to move between integer solutions.
Answer:
1. The price for Uber services increases.
2. The quantity of Uber services sold increases.
Explanation:
As the college students use the uber so here the number of students are rised up that means the demand is more when the semester is started i.e. the price is more
Also the uber has one attribute i.e. surge pricing which represent the law of demand and the supply. In the case when the demand is more or the supply is less the price would increase
So overall the price and the quantity should increased
Epa rules require capture of 80% of the refrigerant from a small appliance sealed system with a non-operating compressor if technicians are using: <span>Self-contained (active) process. </span>This requirement makes it easier for the technicians to install a safe and environmentally friendly product for the customer and speed up the time of the procedure.