Answer:
a. 40 per month
Explanation:
The computation of the fallen equilibrium quantity of widgets is
Since there is no tax so equilibrium quantity would be 200
And , the tax is imposed is $5
So, the tax revenue is
= 200 × $5
= $1,000
And, the government revenue is $800
So, the loss is
= $1,000 - $800
= $200
Now the fallen quantity is
= $200 ÷ $5
= $40
Answer: $6,600
Explanation: According to the question, The price elasticity of demand for cars is unitary meaning that any percentage increase or decrease in price of a product will give an equal increase or decrease in the demand for the product.
If cars are sold at $20,000 and current sales is 30 units. To increase the quantity sold to 50 units, there must be a price reduction.
what percentage of increase in quantity to be sold do we have? 50 - 30 = 20
20/30 = 66.67 appx 67%
Meaning that a 67% decrease in price of the car will give an equal 67% increase in sales quantity.
The new price of the car will be $20,000 * 67% = $13,400
new price = $20,000 - $13,400 = $6,600
The answer in the space provided is the internet. It is because now a days, technology had played a big part in a people's every day life and having the internet is one of them. This will grant communication towards people and make it simple and easier for them to understand. Relationships can be built using the internet and can be something that will be used as an opportunity.
Answer:
Option (c) is correct.
Explanation:
Jim Angel holds a $200,000 portfolio
Weight of stock-A is as follows:
= Investment of stock A ÷ Total investment
= $50,000 ÷ $200,000
= 0.25
Therefore,
Portfolio beta:
= (0.25 × 1.20) + (0.25 × 0.80) + (0.25 × 1.00) + (0.25 × 1.20)
= 0.3 + 0.2 + 0.25 + 0.3
= 1.05
Therefore, the portfolio's beta is 1.05.
Answer:
Therefore the required time period is 3 years.
Explanation:
To calculate the number of period we are using the following formula of future value
Future value = 
is cash flow at period 0= $ 35,00
r = rate of interest = 8.00% = 0.08
n= number of periods = ?
Future value = $44,089.92
Substituting the values in the formula
Therefore the required time period is 3 years.
