Based on the restaurant prices for pizza and the different quantities that they will offer the pizzas, the slope of demand curve is -0.025
<h3>What is the slope of the demand curve?</h3>
The slope can be found as:
= Change in price / Change in quantity
Solving gives:
= (5 - 10) / (300 - 100)
= -5 / 200
= -0.025
In conclusion, the slope of the demand curve is -0.025
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Answer:
$2,560,000
Explanation:
impairment loss = division's book value - division's fair market value = $3,080,000 - $2,320,000 = $760,000
Assets held for sale are no longer depreciated, but they must be recorded at lower value between carrying cost and fair market value. Since the fair market value is lower than carrying value, then an impairment loss results.
loss on discontinued operations = loss from operations 2019 + impairment loss = $1,800,000 + $760,000 = $2,560,000
Gross pay minus deductions<span>. Also </span>called take-home pay<span>. A special checking account used to </span>pay<span> a company's employees. A manual or computerized schedule prepared for each payroll period listing the earnings, </span>deductions<span>, and net </span>pay<span> for each employee.
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Answer:
D
Explanation:
Many studies have found a positive correlation between economic growth and living standards. This means that empirical works have found that countries with higher economic growth, often have better living standards than the countries with less economic growth. In this case if real GDP per capita of both countries is similar, then they are comparable.
We can deduce that the country B will experience an increase in living standards much more rapidly in the long run because economic growth leads to an increase in profits for firms, there would be a better capital and labor return. This means that firms will pay more for capital and labor, if households are de owners of capital and labor, their rents and wages will increase. The disposable income will increase for households and they will consume more goods and services, then their living standards will increase.
