draw for me a graphical illustration as below
AE=170+0.75Y
Y=AE IS THE EQUILIBRIUM CONDITION
On the graph, AE schedule has an intercept of 170 on the AE axis and a slope of 0.75 on the x-axis. 
The equilibrium point "A" is where the AE schedule intersects the Y=AE line representing equilibrium output at 470 units

Here is the graphical illustration of the AE schedule and equilibrium condition based on your description. The AE schedule starts at 170 on the AE axis and has a slope of 0.75, intersecting the Y=AE line at the equilibrium point A, where output is 470 units.

Would you like to explore the details further or have any questions?

Here are 5 related questions to consider:
1. How would a change in the slope of the AE schedule affect the equilibrium point?
2. What happens to the equilibrium if the intercept changes from 170 to a higher value?
3. Can you explain the significance of the 45-degree Y=AE line in equilibrium analysis?
4. What does the slope of 0.75 imply about marginal propensity to consume (MPC)?
5. How does this model apply in real-world economic scenarios?

**Tip:** Understanding the role of the 45-degree line in Keynesian economics is crucial; it represents the points where planned spending equals actual output.

Draw for me a graphical illustration as below: AE = 170 + 0.75Y, Y = AE is the equilibrium condition. On the graph, AE schedule has an intercept of 170 on the AE axis and a slope of 0.75 on the x-axis. The equilibrium point 'A' is where the AE schedule intersects the Y=AE line representing equilibrium output at 470 units.

This problem involves graphing the Aggregate Expenditure (AE) schedule with an intercept of 170 and a slope of 0.75. The equilibrium point is where the AE line intersects the Y=AE line at 470 units of output. Learn how to visualize equilibrium in a Keynesian economic model and understand the significance of the AE equation and equilibrium condition.

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