Quiz
Odd & Even Functions
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Perguntas do quiz (7)
1Which of the following answer choices represent the notation of an odd function?
- Af(x) = f(−x)
- Bf(x) = −f(−x)
- C0 = f(x)
- D−f(x) = f(−x)
2Given f(x) = (x−8)^2 + 6, where is the axis of symmetry on this function?
- Ax = 6
- Bx = -6
- Cx = 0
- Dx = 8
- Ex = -8
3What is the definition of an even function?
- AThe value of the function at any value of x will equal the value of the function when x is the negative of x.
- BThe value of the function at any value of x is f(x) = −f(x).
- C.The value of the function at any value of x will have one f(x) value
- DThe value of the function at any value of −x will equal the value of the function when x is the negative of x.
4The trigonometric function y = −2cos (1/2x) is represented in the graph.
The function is?
- AThe inverse of a cotangent function
- BNeither even nor odd
Odd (that is, f(−x) = −f(x) for all x) - CEven (that is, f(x) = f(−x) for all x)
- DUndefined at x = 4π
5Which of the following best defines the term symmetry?
- AWhen a shape is somewhat similar on both sides of a dividing line.
- BWhen a shape is different on both sides of a dividing line.
- CWhen a shape is exactly the same on both sides of a dividing line.
- DWhen a shape is slightly different on both sides of a dividing line.
6Which of the following answer choices regarding even functions is a true statement?
- AEven functions are symmetric with the origin.
- BEven functions are symmetric with the y-axis.
- CEven functions are asymmetric with the y-axis.
- DEven functions are asymmetric with the origin.
7Which of the following answer choices regarding odd functions is a true statement?
- AOdd functions are symmetrical with the origin.
- BOdd functions are asymmetric with the origin.
- COdd functions are symmetrical with the y-axis.
- DOdd functions are symmetrical with the x-axis.
Informações
- Descrição
- Quiz sobre Odd & Even Functions, criado por John Doaks em 16-03-2017.
- Autor
- John Doaks
- Idioma
- English
- Visualizações
- 6
- Etiquetas
- Avaliação
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