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The image contains a question that appears to be about the elements of proportionality in a statement or equation. Here's a transcription of the text:

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**E. The essential of proportionality for the two statements.**

**d) The limits for the constant (k) proportionality are:**

**Point of terms, taking exponents of the density equal 4, dependency only and unity.**

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It seems like the question is asking for the limits of the constant of proportionality (often denoted as \( k \)) and mentions that there is a point of terms involving exponents and dependencies.

If you have more details about the specific context of this question, I can provide a more tailored explanation or answer. Would you like to clarify or provide additional information? 

### Follow-up Questions:

1. Is there a specific context or example of proportionality you are working with?
2. Are there any additional mathematical expressions or variables in the problem?
3. Would you like an explanation of the constant of proportionality in general?
4. Do you need help with understanding the concept of limits in proportionality?
5. Is there a particular area (e.g., physics, economics) where this concept is being applied?

### Tip:
When dealing with proportional relationships, remember that the constant of proportionality \( k \) represents the ratio between two quantities that are proportional to each other.

E. The essential of proportionality for the two statements. d) The limits for the constant (k) proportionality are: Point of terms, taking exponents of the density equal 4, dependency only and unity.

Understand how to determine the limits for the constant of proportionality (k) with examples involving density, exponents, and unity. Explore proportionality and key mathematical principles used in higher-grade math.

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