How can speed be written as time / length when it should have been distance / time

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Solution

The dimension of the physical quantity speed is lengthtime (LT or LT−1). Similarly, the dimension for time/length will be (TL or TL−1)
Hence it is length/time

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Speed could have been represented as $\frac{Time}{Length}$ .

Can speed be expressed as $\frac{t i m e}{l e n g t h}$ ?

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