It Stopdecay does not change its price, the average monthly total revenue would be    . On the other hand, if it changes the price to sell the same number of units as it did before, the average monthly total revenue would be    .


The question you've presented seems incomplete. You're describing a scenario where **Stopdecay** has two different price strategies: one where it does not change the price and another where it adjusts the price but keeps the same sales volume.

To provide a detailed solution, I'll need to clarify a few things:
1. The current price of the product.
2. The number of units sold per month.
3. The new price (if changing).
4. Any formula or condition for the price change.

Would you like to provide more details or complete the question?

Here are five related questions for further understanding:
1. What is the current price per unit of Stopdecay?
2. How many units are sold on average each month?
3. Are there any factors (e.g., costs or market conditions) influencing the decision to change the price?
4. What is the percentage change in price, if any, when selling the same number of units?
5. Is the aim to increase or maintain overall revenue with this price adjustment?

**Tip:** When considering price changes, the relationship between price elasticity and demand is key. Understand how your customers will react to price adjustments to maintain or grow revenue.

It Stopdecay does not change its price, the average monthly total revenue would be    . On the other hand, if it changes the price to sell the same number of units as it did before, the average monthly total revenue would be    .

Explore how changes in price affect the average monthly total revenue of Stopdecay. This problem discusses key concepts like price elasticity of demand, revenue calculations, and how to maintain the same sales volume while adjusting prices. Suitable for students in Grades 9-12.

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