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F(t)=3(t-E)^2/(E^3) 0
Function Explanation:
F(t) = 3(t - E)^2 / E^3

Definition:
- F(t) represents a function that involves the variable t
- E is a constant in the function

Numerator:
- The numerator of the function is 3(t - E)^2
- This part of the function involves squaring the difference between t and E
- The result is then multiplied by 3

Denominator:
- The denominator of the function is E^3
- This part of the function involves cubing the constant E

Overall Function:
- The overall function F(t) is the numerator divided by the denominator
- This function represents a relationship between t and E

Interpretation:
- The function F(t) describes how the value of t relates to the constant E
- The squared difference between t and E is scaled by 3 and divided by the cube of E
- This function can be used to analyze and understand the relationship between t and E in a mathematical context
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