Answer:
Both increases
Explanation:
Suppose a person initially produces and sell some amount of milkshakes with the available resources.
But, if he will be able to produce and sell more quantity of milkshakes with the same level of resources then this will indicates that there is a rise in the productivity of this person and if the number of milkshakes sold increases then as a result profits increases at a same price level.
For Example:
Case 1:
Initially,
Person producing and selling = 20 units of milkshakes at a selling price of $10 each and cost of inputs used in the production = $50
Therefore, Profits = Total revenue - Total cost
= (20 units × $10 each) - $50
= $200 - $50
= $150
Case 2:
Now, we assumed that there is an increase in the productivity of this person. Cost of production and selling price of each milkshake remains the same.
Person producing and selling = 40 units of milkshakes at a selling price of $10 each and cost of inputs used in the production = $50
Therefore, Profits = Total revenue - Total cost
= (40 units × $10 each) - $50
= $400 - $50
= $350
Hence, there is an increase in the profits from $150 to $350.
Answer:
Netflix stock was falling sharply Wednesday after the streaming giant posted disappointing first-quarter earnings, prompting a flurry of price target cuts and critique from analysts.
Explanation:
Hope this helpes.
980 units times 325% is 3185 units in the peak month
There are several situations when the government has to interfere with a pure market outcome. If the price of a product rises without any significant cause or if there is more supply than demand of a market, then the government can put a price ceiling or floor price of a product. This is purely to keep the economy of a country or state stable.
Answer:
Bond price= 1,124,622
Explanation:
Giving the following information:
Face value= $1,000,000
Number of periods= 10*2= 20
Cupon rate= 0.12/2= 0.06
YTM= 0.1/2= 0.05
<u>To calculate the bond price, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond Price= 60,000*{[1 - (1.05^-20)] / 0.05} + [1,000,000 / 1.05^20]
Bond Price= 747,732.62 + 376,889.48
Bond price= 1,124,622
