A. The Occupational Outlook Handbook
This statement is true. Teenagers have a higher price elasticity than do adults.
This is because teenagers does not have much income to spend so they can shift to other products also. Teenagers are also not addict to smoking or any other habits , Therefore price affects the demand of the product.
Price elasticity is defined as the ratio of the percentage change in quantity demanded due to percentage change in price.
Elasticity having more than 1 are relatively more elastic.
Adults have more income to spent so the demand do not effects due to change in price. As adults are more addicted to smoking then teenagers ,
addicted people did not consume less due to its price change.
To know more about price elasticity:
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<span>anonymous 2 years ago</span><span>A company launched four new products. The market price, in dollars, of the four products after different number of years is shown below:
The price of which product will eventually exceed all others?</span>
Answer:
The answer is:
a real exchange rate
Explanation:
The last word in the question seems to be incomplete, I am assuming that the intended word is "represent".
Real Exchange Rate (RER), also known as Real Effective Exchange Rates (REER) is an exchange rate that compares the relative price of the two countries' consumption baskets (what the average consumer buys and its price indicates how much consumers pay for it). It gives information beyond the nominal exchange rate or the relative prices of two currencies. In this example, the RER between the U.S dollar and the Mexican Pesos is used to determine what the U.S. dollar can buy in Mexico, as compared to what that same amount can buy in the U.S. This helps to tell us if a currency is undervalued or overvalued.
Answer:
0.6
Explanation:
Correlation r = 0.9,
Standard deviation of monthly change in price of commodity A, σA = 2,
Standard deviation of monthly change in price of commodity B, σB = 3
The hedge ratio will be calculated using the formula
Hedge ratio=r×σA÷σB
Hedge ratio=0.9×2÷3
Hedge ratio = 0.6
Therefore, the hedge ratio used when hedging a one month exposure to the price of commodity A is 0.6.
