Answer:
Rate = $33
Maximum Income = $5445
Explanation:
Let x be the amount of increase in rental to achieve maximum profit.
So, Rate = (30+x)
When rate increase by x, the quantity decreases by (180 -5x).
Income = (30+x) * (180 - 5x)
Income = 5400 - 150x + 180x - 5x²
Income = -5x² + 30x + 5400
The income will be maximized when derivative of Income is zero.
Taking derivative,
- dI/dx = 2 * -5x + 1 * 30x° + 0
- -10x + 30 = 0
- -10x = -30
- x = -30 / -10
- x = 3
The rate at which cars should be rented to earn maximum income is 30 + 3 = $33 per day per car.
Maximum Income will be,
Rate = 33
Quantity = 180 - 5(3) = 165 cars
Max Income = 33 * 165 = $5445
Two relevance of entrepreneurship to Students include:
- Teaches them life skills.
- Gives them options after leaving school
<h3>What is the relevance of entrepreneurship to students?</h3>
Students should be taught entrepreneurship skills because it can teach them some important skills in life such as problem-solving and creative thinking.
It would also give them an extra avenue to earn an income while still in school and when they leave school.
Find out more on the benefits of entrepreneurship at brainly.com/question/18294953
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Answer:
a. d. yes, because the plot is roughly a diagonal straight line
b. b the distribution is skewed to the right.
Explanation:
Note: Find attach the plot as picture
a. If the distribution of the song length is roughly Normal, the normal probability plot should be roughly a diagonal straight line. But the given normal probability plot is far from straight. So, the distribution of song lenghts is not normal
b. The distribution of song lenghts is skewed to the higher values, that is right skewed because the normal probability plot is curved and of inverted C shape
Government attempts to prohibit monopolization of a market are known as antitrust regulations.
Answer:
Wilson Towing Service
Income Statement
For the month ending June 30, 2016
Service revenue $12,500
Salaries expense ($2,500)
<u>Rent expense ($500)</u>
Operating profit $9,500
The income statement tells us how much profit/loss did a business make during a certain period of time. In this case, the operating profit was $9,500. In order to calculate net income we would need to subtract taxes but we are not given the tax rate or the taxes due.