Using the values of TU=2Q 2×1=2 2×2=4 2×3=6 2×4=8 2×5=10, graph MU. Identify the stages of utility  MU should have + zero and - values.

Here is the graph showing the Total Utility (TU) and Marginal Utility (MU) curves, including the hypothetical stages of utility:

- **Positive MU** (Q = 1 to 5): MU is constant at 2.
- **Zero MU** (Q = 6): MU drops to 0, indicating no additional utility.
- **Negative MU** (Q = 7 and beyond): MU becomes negative, indicating a decrease in total utility with further consumption.

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Here are some related questions:
1. How does the concept of diminishing marginal utility appear in this graph?
2. Why might a consumer stop consuming a good when marginal utility reaches zero?
3. How would the graph change if total utility increased at a decreasing rate earlier?
4. What could cause marginal utility to become negative in real-world scenarios?
5. How would the graph differ if marginal utility decreased at a constant rate instead of suddenly dropping?

**Tip:** Marginal utility is crucial in determining optimal consumption. Consumers maximize satisfaction by consuming up to the point where MU equals the price of the good.

Explore the graph showing Total Utility (TU) and Marginal Utility (MU) curves with stages of utility including positive, zero, and negative values. Understand the concept of diminishing marginal utility and its implications in consumer behavior.

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