(1)F(x)= x^3 [ x ] ⇒ { ((F ′(0)=?)),((F ′(1)=?)) :} (2) F(x)= [ x ]−∣x∣ ⇒F ′(−(5/2))=? where [ ] : floor function ∣ ∣ absolute function


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Question Number 158805 by tounghoungko last updated on 09/Nov/21
$(1)F(x)= x^3 [ x ] ⇒ { ((F ′(0)=?)),((F ′(1)=?)) :} (2) F(x)= [ x ]−∣x∣ ⇒F ′(−(5/2))=? where [ ] : floor function ∣ ∣ absolute function$
$(1) F (x) = x^{3} [x] \Rightarrow {\begin{cases} F^{'} (0) = ? \\ F^{'} (1) = ? \end{cases}$ $(2) F (x) = [x] - ∣ x ∣ \Rightarrow F^{'} (- \frac{5}{2}) = ?$ $w h e r e [] : f l o o r f u n c t i o n$ $∣ ∣ a b s o l u t e f u n c t i o n$
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