ANALISIS DE GRAFICOS
Click here to load reader
-
Upload
oscar-zuluaga -
Category
Education
-
view
119 -
download
0
Transcript of ANALISIS DE GRAFICOS
![Page 1: ANALISIS DE GRAFICOS](https://reader037.fdocumento.com/reader037/viewer/2022100801/58a6a9071a28ab0a7a8b5acb/html5/thumbnails/1.jpg)
ANALISIS DE GRAFICOS
MATEMATICAS GRADO XI
OSCAR SANTA
![Page 2: ANALISIS DE GRAFICOS](https://reader037.fdocumento.com/reader037/viewer/2022100801/58a6a9071a28ab0a7a8b5acb/html5/thumbnails/2.jpg)
Df = [-2, 2] Dominio Rf = [-2, 2] Rango
InterceptosIx (-2, 0) y (2, 0)
Iy (0, -2) y (0, 2)
AsíntotasA V = No hayA h = No hay
NO ES FUNCIÓN
EJEMPLO N° 1
![Page 3: ANALISIS DE GRAFICOS](https://reader037.fdocumento.com/reader037/viewer/2022100801/58a6a9071a28ab0a7a8b5acb/html5/thumbnails/3.jpg)
Df = (-∞, 0] U (2, +∞) DominioRf = (- ∞, -1) U (- 1, 1) U (1.
+∞) Rango
Interceptos Ix (0, 0)Iy (0, 0)
AsíntotasA V x = 3
A h y = -1 ʌ y = 1
NO ES FUNCIÓN
EJEMPLO N° 2
![Page 4: ANALISIS DE GRAFICOS](https://reader037.fdocumento.com/reader037/viewer/2022100801/58a6a9071a28ab0a7a8b5acb/html5/thumbnails/4.jpg)
Df = (-∞, 1,5) U (-1,5, 1,5) U (1 + ∞) DominioRf = (- ∞, +∞) Rango
InterceptosIx (0, 0)Iy (0, 0)
AsíntotasA V x = -1,5 ʌ x =
1,5 A h NO HAY
ES FUNCIÓN
EJEMPLO N° 3y =
![Page 5: ANALISIS DE GRAFICOS](https://reader037.fdocumento.com/reader037/viewer/2022100801/58a6a9071a28ab0a7a8b5acb/html5/thumbnails/5.jpg)
Df = (-∞, +∞) DominioRf = [0, 3) Rango
InterceptosIx (0, 0)Iy (0, 0)
AsíntotasA V NO HAYA h y = 3
ES FUNCIÓN
EJEMPLO N° 4
y =
![Page 6: ANALISIS DE GRAFICOS](https://reader037.fdocumento.com/reader037/viewer/2022100801/58a6a9071a28ab0a7a8b5acb/html5/thumbnails/6.jpg)
Df = (-∞, 3) U (3, +∞) DominioRf = (- ∞, 0) Rango
InterceptosIx NO HAYIy (0. - 0,5)
AsíntotasA V x = 3A h y = 0
ES FUNCIÓN
EJEMPLO N° 5
y =