Social Studies College

this graphic organizer is use to classify systems of gorvenment according to relationship between political and economic freedom. in which quadrant did the soviet union belong. click inside the quadrant you want to select

Answers

Answer 1

The Soviet Union belonged to the quadrant characterized by high political control and low economic freedom on the graphic organizer.

1. Start by understanding the purpose of the graphic organizer. It is used to classify systems of government based on the relationship between political and economic freedom.

2. Examine the quadrants on the graphic organizer. Typically, there are four quadrants: high political control and high economic freedom, high political control and low economic freedom, low political control and high economic freedom, and low political control and low economic freedom.

3. Determine the characteristics of the Soviet Union's government. The Soviet Union was known for its communist regime, which involved a high degree of political control with a centralized authority.

4. Assess the economic freedom in the Soviet Union. Under communism, the Soviet Union had a planned economy where the means of production were owned and controlled by the state. There was limited economic freedom for individuals or private enterprises.

5. Based on the characteristics of the Soviet Union's government and economy, it can be concluded that the Soviet Union belonged to the quadrant characterized by high political control and low economic freedom. This quadrant represents a system where the government exercises significant control over both political and economic aspects of society.

6. To make the selection on the graphic organizer, click inside the quadrant that represents high political control and low economic freedom to indicate that the Soviet Union belonged to that particular quadrant.

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Related Questions

Find the angle between the body diagonals of a cube

Answers

Answer:

cos-1(√2/√3)

Explanation:

Let us consider a cube with side length = a. Therefore, the angle between the diagonals is cos-1(√2/√3)

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