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KING-187 a number is the net pw ### Step 1: Understanding the Problem The problem states: "The net pw of a number is equal to the number multiplied by itself." This statement is a bit confusing because it seems to describe a mathematical function, but the phrasing is unclear. I need to clarify what is meant by "net pw" and how it relates to the number multiplied by itself. ### Step 2: Defining "Net pw" First, I need to understand what "net pw" refers to. Since it's a made-up term, I’ll assume it means "net power." Therefore, the problem would mean: "The net power of a number is equal to the number multiplied by itself." This implies that the net power of a number is the square of that number. ### Step 3: Applying the Concept Let's test this idea with an example. If the number is 2, then the net power would be 2 multiplied by 2, which is 4. Similarly, if the number is 3, then the net power would be 3 multiplied by 3, which is 9. This seems to make sense, as it squares the number. ### Step 4: Verifying the Logic To ensure that this interpretation is accurate, I'll verify it with another number. If the number is 5, then the net power should be 5 multiplied by 5, which is 25. This further supports the idea that the net pw is the square of the number. ### Step 5: Implementing the Concept Let's create a formula based on this idea. If N is the number, then the net power (P) is equal to N multiplied by N. So, P = N * N. ### Step 5: Applying the Formula Let's use the formula with a number to see if it works. If N is 4, then P = 4 * 4 = 16. This is expected as it squares the number. ### Step 6: Ensuring Accuracy Let's test another number to confirm. If N is 6, then P = 6 * 6 = 36. This also aligns with the initial idea of squaring the number. ### Step 7: Finalizing the Concept Since the formula consistently squares the number, I can conclude that "The net pw of a number is equal to the number multiplied by itself" means that the net power is the square of the number. ### Conclusion: The net pw of a number is its square By analyzing the problem, I've determined that "The net pw of a number is equal to the number multiplied by itself" means that the net power is the square of the number. This interpretation is logical and creates accurate results when applied to different numbers.

2023年10月26日56 分钟