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Escàner_20170328 (16).jpg - wan'7 1 CIJBIJ'IH-Mhll NM 2.3...

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Unformatted text preview: wan—'7 1 CIJBIJ'I‘H-Mflhll NM: 2.3 Difiu-emiuim am §2.3—Differentiatiun Rules .J—‘x 0 fl is a noun. It means “the derivative efy with respect to x.“ 6:1] dx SM d . . . . t — is a verb. It means “take the derivative with mpect to x" of the expteemen that follows. The Cnnfllnt Rule The derivative of a constant function is i}. That is. if t: is a real number. then gawk] = CI. The derivative of = A i = y r: as it 0. Exemple ]: Find the derivative ofthe following functions: (a) y=8 (b) f(x}=0 {e} 3{r)=3 (d) y=k£=,kisaeenstant I/‘N Ifnisarealmmlberanda is someeunstantinthe fimction f(x]=ax” ,then dine] =m"'1. Equivalently, f'[x) = MW. Elm]: 1: Find the derivative efthe following fimctiens: (anfx)=Zx’ (b) we? ,1 I 7. 5 {2561 s_ z f-‘q Muff ...
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  • Spring '17
  • Ms Delinger
  • Calculus, Derivative, Continuous function, constant function, derivative efy, Ifnisarealmmlberanda

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