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foxofdesert
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solved.
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The limit of the fractional part function power as the power approaches infinity is 0. This means that as the power gets larger and larger, the value of the function gets closer and closer to 0.
To find the limit of a fractional part function power, you can use the rule that the limit of a function raised to a power is equal to the limit of the function raised to that power. In this case, the power is the fractional part function, so you can simply evaluate the limit of the fractional part function itself.
The limit of a fractional part function power can help us understand the behavior of the function as the power gets larger. It can also help us determine the behavior of other functions that involve fractional parts and powers.
No, the limit of a fractional part function power cannot be negative. The fractional part function always returns a value between 0 and 1, so when raised to a power, the limit will always approach 0.
The limit of a fractional part function power is different because it involves a function that returns values between 0 and 1. This means that the limit will always approach 0, unlike other limits where the value can approach any number.