Answer:
0.00573
Explanation:
Cost of the bond today = $99.43
Value of bond at end of year = $100
Difference = $100 - $99.43 = $0.57
This $0.57 represents earnings on such bond value, that is yield on the bond.
Thus, yearly yield = $0.57/$99.43 = 0.00573
This value represents the discount rate of 1 year on $100 that is for which present value $99.43.
Final Answer
0.00573
Answer:
The correct answer is letter "C": the price rises and demand is elastic.
Explanation:
Price elasticity of demand describes the relationship between changes in quantity demanded and prices. It is calculated by dividing the percentage change in quantity demanded by the percentage change in price. If the result is equal to or greater than 1, the demand is elastic. This means <em>in front of relatively small changes in price, major changes in quantity demanded will occur.
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Therefore,<em> if a good or service increases in price being the product inelastic, the quantity demanded is likely to drop (demand law) implying the producers' revenue will be decreased.</em>
No more than 20-30 seconds . Short-term memory has a fairly limited amount of capacity.
Answer: The central limit theorem is important in statistics because if the variable is larger, the sample distribution of the mean will be normal regardless of how the population size is.
Explanation: The central limit theorem is also referred to as CLT. The CLT will fluctuate as different variables are added while trying to achieve normal distribution for their variables. When trying to find out the equal population, different variables are added to test out the theories.
The amount generated from the investment with simple interest is calculated through the equation,
F = P x (1 + in)
where F is the future amount, P is the present worth, i is the decimal equivalent of the given interest and n is the number of interest period.
From this item it can be identified that,
P = $10,500
i = 0.06
n = 4
Substituting the known values,
F = ($10,500) x (1 + (0.06)(4))
<em> F = $13020</em>
Therefore, after four years, the amount of money that Alex will have is $13,020.
