It discourages investment from foreign sources
Answer:
Instructions are listed below
Explanation:
Giving the following information:
The owner thinks that 10,000 pizzas could be sold per month by cutting the selling price per pizza from $ 5.50 a pizza to $ 5.00.
Total revenues – Total costs = Monthly profit 5,000 pizzas 13750 – 8000 =
I will assume that at $5.50 the total sales in units are 5000. And that the variable cost per unit is $2.75 ($13750/5000) and fixed cost are $8000
Actual profit= (5000*5.5- 5000*2.75) - 8000= $5750
New price profit= (10000*5 - 10000*2.75) - 8000= $14500
Answer:
Option (B) is correct.
Explanation:
The utility maximization point for a consumer is as follows:

It is given that,
price of Pepsi(x) = $1 per can
price of a hamburger(y) = $2
Marginal utility from Pepsi = 4
Marginal utility from hamburgers = 6
Hence,

4 > 3
Therefore, it can be seen that the consumer's utility is not maximized at this point.
Law of diminishing marginal utility states that as the consumer consumes more and more quantity of goods then as a result the utility obtained from the consumption goes on diminishing.
So, there is a need to increase the quantity of Pepsi consumed and reducing the quantity of hamburgers consumed.
Answer:
C
Explanation:
Individuals provide labor for factor markets and buy goods in product markets.
Market Activity is performed as two cycles moving in opposite directions. In one direction, there is a flow of goods and services from individuals to businesses and back again. This concept is simplified in that as laborers, we go to work to make things or provide services that people want.
Answer:
True cost of the microwave is in 99% confidence interval: 
Explanation:
Relevant data:

As we want to know the 99% confidence interval, the significance level is:

We need to estimate a confidence interval by a two tailed normal bell. Then we have:

The z-value for a probability of 0.005 in a normal standard distribution is 2.576
Confidence interval is given by;:


True cost of the microwave is in 99% confidence interval: 