Answer:
9
Step-by-step explanation:
-3^3 +5*(3)^2 +3*-3
-27+5*9+(-9)
-27+45-9
=9
One factor that affects the slope of the aggregate demand curve is the multiplier effect is a "true" statement.
<h3>What is
aggregate demand curve?</h3>
Aggregate demand would be a macroeconomic term which refers to the total consumption of goods and services in a given period at any price level.
Some key features regarding the aggregate demand curve?
- Since the two metrics are estimated in the same way, aggregate demand over time corresponds gross domestic product (GDP).
- GDP is the total quantity of products and services created by an economy, whereas aggregate demand is indeed the desire or demand for those goods.
- The aggregate demand as well as GDP rise or fall together as a result of using the same calculation methods.
- All consumer goods, capital equipment (factories & equipment), export markets, imports, & government spending programs are included in aggregate demand.
- As long as the variables trade for the same market value, they are all considered equal.
To know more about the aggregate demand curve, here
brainly.com/question/28056154
#SPJ4
Use the given formula
C = 2(pi)r
Given pi = 3.14, r = 4
C = 2(3.14)(4) = 25.12 inches
Solution: 25.12 inches
Let g represent video games. The equation you can use to solve for the amount of video games and CDs Jasmine can buy with her savings is:
43g+72=1128
The 43g part is because it costs 43 dollars for every video game, so you need to multiply 43 by the amount of games she buys to get the total for g games.
The +72 part is because you already have the amount spent on CDs, and needs to be added to the cost of video games, so that the sum would be equal to 1128.
Now, solving:
43g+72=1128 ...subtract 72 from both sides
43g=1056 ...divide both sides by 43 to isolate g
g=24.5581395349
Rounded up, that would be 25 games, but Jasmine's savings isn't enough to buy 25 games that cost $43 each, so you would go down to 24 games.
The answer: Jasmine can buy 24 games with her savings after spending $72 on CDs.
