monotonic function - Mathematicsly

Dimension theorem of a quotient space: If W be a subspace of a finite dimensional vector space V over \( \mathbb{R} \) then \( dim\frac{V}{W}=\dim V – \dim W \)

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There are 8 steps to the top of the stairs. In how many ways can we get to the top if we can climb one step or two steps?

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Dimension theorem of a quotient space: If W be a subspace of a finite dimensional vector space V over \( \mathbb{R} \) then \( dim\frac{V}{W}=\dim V – \dim W \)

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