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The portion of the graph in which a increase in price would cause total revenue to rise would be from

Hint: Identify the portion where the demand is inelastic or elastic and then decide on how the total revenue would change based on this price increase

Group of answer choices

A to B because that is the elastic part of the curve

B to C because it is the elastic part of the curve

A to B because it is the inelastic part of the curve

B to C because it is the inelastic part of the curve

To determine which portion of the graph corresponds to an increase in price causing total revenue to rise, we need to analyze the price elasticity of demand along different sections of the demand curve.

### Key Concepts:
1. **Elastic Demand**: In the elastic portion of the demand curve, a percentage increase in price results in a greater percentage decrease in quantity demanded. In this case, total revenue decreases when the price increases.
   
2. **Inelastic Demand**: In the inelastic portion, a percentage increase in price results in a smaller percentage decrease in quantity demanded. Here, total revenue increases when the price increases.

### Graph Analysis:
- **Point A** is at the upper end of the demand curve where the price is highest and quantity is very low (indicating inelastic demand).
- **Point C** is at the lower end of the demand curve where the price is lowest and quantity is highest (elastic demand).
- **Point B** is somewhere in between these extremes, possibly where the curve transitions between elastic and inelastic demand.

### Answer:
The correct portion of the graph where an increase in price would cause total revenue to rise is from **A to B**, because this portion corresponds to the **inelastic part of the curve**.

Thus, the correct answer is:
- **A to B because it is the inelastic part of the curve**.

Would you like further details on elasticity or revenue calculations? Here are five related questions that might deepen your understanding:

1. How does price elasticity of demand relate to total revenue?
2. What mathematical formula is used to calculate price elasticity of demand?
3. How do we find the unit elasticity point on a demand curve?
4. Why does total revenue increase when demand is inelastic and price rises?
5. What are real-world examples of inelastic goods?

**Tip:** Understanding the behavior of elastic vs. inelastic demand helps you predict how price changes will affect total revenue in any market!

The portion of the graph in which an increase in price would cause total revenue to rise would be from A to B or B to C?

Understand how changes in price affect total revenue by analyzing the inelastic and elastic portions of the demand curve. This question explores the relationship between price elasticity of demand and total revenue, providing insights for students in Grades 9-12.

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