Answer:
Market Equilibrium is where : Market Demand = Market Supply . Any change in either of these changes the Equilibrium , Eqlbrm price & quantity.
Since , both the above shifts are linked to 'Change in Demand' , highlightig it undermentioned:
Demand : Quantity buyers are able & willing to buy , is affected by Factors - Price , Other Factors [Other Goods price , Income , Taste & preferences ] , Misclaneous (eg - seasonal factors) . Price makes change within the demand curve , other factors change (shift) the demand curve
a) Gasoline used to fuel vehicle combustion engines : faces more usage & demand in summers (seasonal factors) because of higher air conditioner use . This increase in demand (demand curve rightward shift) and excess demand creates competition among buyers & increases price .
b) Personal Computers : have been facing taste changes against them because of convenience associated with portable laptops . This leads to decrease in demand (demand curve leftward shift ) and excess supply creates competition among sellers & reduces price.
Answer:
D
Explanation:
I think that no matter if it's easy or no your top item in your goal life is what's important to you, that's your priority
Hope that helps! :)
Answer:
The contrast coder's weekly salary last week was $450.00.
Explanation:
The CC charged $5.00 per record coded. The previous week she coded 300 records.
Write it like:
$5.00 x 300 = 1500.00
Though remember the hospital has a 30% benefit.
So:
1500.00 x 30%*=450.00
*0.30 if you can't do the % sign on the calculator
Sorry if it doesn't work out!
Answer: 1 U.S. dollar equals 1.44 Swiss francs
Explanation:
The Purchasing power parity (PPP) is used by economists or financial analysts to make comparison between the standards of living and the economic productivity that exist between countries.
From the question, we are told that a box of chocolate candy costs 28.80 Swiss francs in Switzerland and $20 in the United States. The current exchange rate will be:
1 U.S dollar = (28.80/20) Swiss Francs
1 U. S Dollar = 1.44 Swiss Francs