Answer:
d. The price will stay the same, but the quantity will increase.
Explanation:
When the demand and supply both fall, the equilibrium quantity will definately fall but the price will remain the same. The new supply adapts to the reduction of the demand.
Answer:
Maximum price to be paid for the stock = $12.43
Explanation:
The Dividend Valuation Model is a technique used to value the worth of an asset. According to this model, the worth of an asset is the sum of the present values of its future cash flows discounted at the required rate of return.
<em>Hence the value of the stock would be the present value of its future dividend discounted at 15%</em>
Year PV of dividend
1 8 ×1.15^(-1)
2 4 × 1.15^(-2)
3. 2 × 1.15^(-3)
4 2 × 1.15^(-4)
PV of dividend = (8 ×1.15^-1) + (4 × 1.15^-2) + (2 × 1.15^ -3) + (2× 1.15^-4) = 12.439
Maximum price to be paid for the stock = $12.43
Answer: The correct answer is a labor union.
Explanation: A labor union is an organized group of workers who are often in a common trade or profession. The union is formed to protect and further the rights and interests of the members. This normally includes collectively bargaining, where the labor union negotiates the salaries and benefits that will be paid to all of its members.
Answer: The higher the risk, the higher the return.
Returns from an investment refers to the gains or losses over a specified period, and is quoted as percentage.
Risk refers to the possibility or the chance that the actual return that is earned is greater than or less than the return expected by the investor. Thus, uncertainty is another name for risk.
If the returns from an investment are certain, the risk involved is low. When risk is low, the returns are also low. For e.g. the return from a T-bill is low because the risk of default is zero, since the government can print money to fund its debt.
The higher the level of risk involved, the greater the potential for a higher return.
Answer:
X (the variable on the horizontal axis) will increases by 2.
Explanation:
The slope of a straight line is -3. So, m=6.
Slope of a straight line is
Y (the variable on the vertical axis) decreases by 6.
Change is y = -6
We need to find the change in (the variable on the horizontal axis).
Substitute the given values in the above formula.
Note: All options are incorrect.
Therefore, X (the variable on the horizontal axis) will increases by 2.
