Answer: Option D
Explanation: In simple words, movement along the demand curve refers to the change in the demand of a product due to change in its price. When there is a change due to factors other than price then such change brings shift in the demand curve.
In the movement, the demand of a commodity remains constant with all other factors such as advertising, income of consumers etc.
Hence from the above we can conclude that the correct option is D.
<span>Prefer the 6.1 percent tax-exempt investment.
Let's do the math and see why the tax-exempt investment is the better choice. For the 8.1% taxable investment, you get taxed at the rate of 28%. Which means that you only get to keep 100%-28% = 72% of your gains. So 0.72 * 8.1 = 5.832 which means your effective earning percentage is only 5.832% which is less than the 6.1% rate you get for the tax-exempt investment. Another consideration that wasn't taken into account for the question is the earnings on the taxable investment may push you up into a higher tax bracket. Which in turn increases the tax burden on your other investments. So the better choice here is the 6.1% tax-exempt investment even though that first glance the 8.1% investment looks higher.</span>
the answer i prefer is either A OR E ...cause without identifying the costs of a business u can't really run a bs successfully
Answer:
rises whenever the debt rises
Explanation:
The Debt to GDP ratio is a financial metric that compares the debt of a country to its GDP It measures the ability of a country to repay its debt using its GDP
Debt is the total money a country owes to its lenders
Gross domestic product is the total sum of final goods and services produced in an economy within a given period which is usually a year
GDP calculated using the expenditure approach = Consumption spending by households + Investment spending by businesses + Government spending + Net export
Debt to GDP ratio = total debt of country / total GDP of a country
If total debt = $50 million and total GDP = 100 million
Debt GDP ratio = $50 million / $100 million = 0.5
the higher Debt is, the higher the ratio. The lower debt is, the lower the ratio
