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What is the difference(s) between T = N/A and T = 0 (the previous conception of movement in timeless space which was used back when such a thing could grant Infinite speed) that make timeless spaces inapplicable for speed ratings?
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Question about timeless spaces and >finite speed
- Thread starter SheevShezarrine
- Start date
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- speed
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Because V=D/T. A function divided by a variable in this way has a limit of infinity as x approaches 0.
You can compare it to the similar equation y=1/x, demonstrated below with a domain of ≥0.
limx→0f(x)=infinity
However, if you have a function divided by an undefined value then the graph would be blank because every value is undefined.
If you take the same limit of this function the answer would be undefined, not infinite.
limx→0f(x)=undefined
You can compare it to the similar equation y=1/x, demonstrated below with a domain of ≥0.
limx→0f(x)=infinity
However, if you have a function divided by an undefined value then the graph would be blank because every value is undefined.
If you take the same limit of this function the answer would be undefined, not infinite.
limx→0f(x)=undefined
Last edited:
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