This could be either print media or support media. I believe it is print media.
By multiplying the two-week interest rate (0.052) by the number of interest periods in the year (in this case, 52/2, or 26), one can determine the yearly interest rate. The result of multiplying 26 by 0.052 is 1.352, or an annual interest rate of 135.2%.
<h3>What is annual interest?</h3>
The term "annual interest rate" refers to the interest rate that is imposed year-round. Among other time periods, interest rates may be imposed on a monthly, quarterly, or biennial basis. However, interest rates are typically annualized.
For instance, the effective yearly interest rate for a loan with a stated interest rate of 30% and monthly compounding would be 34.48%. Banks often promote the 30% advertised interest rate rather than the 34.48% effective interest rate.
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Answer:
The current total assets of Amber devices are $900 million
IF they sell all their assets for 850 million they will have 850 million in cash. From this cash they have to pay their liabilities first, so
850 million -475 million = 375 million
The book value of the liabilities was 475 million and because Amber devices pays of all its outstanding debt at book value, the remaining cash left for the stock holders is 375 million
The stock holder receive $375 million after liquidation of assets and payment of debt.
Explanation:
Answer:
D. the four largest firms produce at least 70–80 percent of the output.
Explanation:
Answer:
Based on the information supply of cards is more elastic (price sensitive) than that of roses
Explanation:
Price elasticity of supply is defined as the sensitivity of quantity supplied to changes in price.
The formula is given below
Price elasticity of supply= Change in quantity supplied ÷ Change in price
In this scenario the demand for both roses and cards increases, however the price of roses increases more.
This implies that the denominator in the formula is higher in roses resulting in smaller price elasticity of supply.
The elasticity of supply for cards is higher than that of roses, so it is more sensitive to changes in price.
Cards can be stored from year to year so the labour for maintaining a stock of cards is low with resultant low price.
On the other hand roses require care to grow. It requires watering, application of chemicals to treat infestation and so on. So suppliers tend to push the extra cost of growing roses to the buyers