Algebra 2: Types of Functions Flashcards

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Questions and Answers

Quale es le function linear?

  • f(x)=x²
  • f(x)=x³
  • f(x)=|x|
  • f(x)=x (correct)

Quale es le function quadratica?

  • f(x)=x³
  • f(x)=x
  • f(x)=x² (correct)
  • f(x)=|x|

Quale es le function cubica?

  • f(x)=|x|
  • f(x)=x²
  • f(x)=x
  • f(x)=x³ (correct)

Quale es le function de valor absolute?

<p>f(x)=|x| (B)</p> Signup and view all the answers

Quale es le function de radice quadrate?

<p>f(x)=√x (B)</p> Signup and view all the answers

Quale es le function de radice cubica?

<p>f(x)=³√x (D)</p> Signup and view all the answers

Quale es le function logarithm?

<p>f(x)=log x (B)</p> Signup and view all the answers

Quale es le function reciproca?

<p>f(x)=1/x (A)</p> Signup and view all the answers

Quale es le function sine?

<p>f(x)=sin x (D)</p> Signup and view all the answers

Quale es le function exponentiale?

<p>f(x)=b^x (B)</p> Signup and view all the answers

Quale es le function tangent?

<p>f(x)=tan x (C)</p> Signup and view all the answers

Quale es le function cosine?

<p>f(x)=cos x (B)</p> Signup and view all the answers

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Study Notes

Tipos de Functiones

  • Function Linear: f(x)=x; representa un relation direct e linear inter x e f(x).

  • Function Quadratica: f(x)=x²; descreve un parabolica, con un minimum o maximum dependente del coefficient.

  • Function Cubica: f(x)=x³; presenta un andamento cubic, potentemente influentiate per su terminos.

  • Function de Valor Absolute: f(x)=|x|; produce un valore sempre positive, tratante absolutemente x.

  • Function Radicari Quadratic: f(x)=√x; define le radice quadrate, valide solmente pro x ≥ 0.

  • Function Radicari Cubic: f(x)=³√x; permittente valores negativos e positive pro x, indicando le radice cubic.

  • Function Logarithmica: f(x)=log x; representa le inverso de un function exponential, significante pro x > 0.

  • Function Reciprocal: f(x)=1/x; introduce un relation multa inter x, nunquam valide pro x=0.

  • Function Sine: f(x)=sin x; determina le valore del sinus, essential in trigonometria.

  • Function Exponential: f(x)=b^x; crede exponentes, con b como base; cresce rapidamente pro b > 1.

  • Function Tangente: f(x)=tan x; define le rapport de sinus e cosinus; presenta periodicitates.

  • Function Cosine: f(x)=cos x; determina le valore del cosinus, anque importante in trigonometria.

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