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Map Quiz
Map Quiz

Volumen Integracion con S. T.

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Volumen Integracion con S. T.

Map Quiz

(8)
determinar el volumen del cono contenido o del cono contenedor empleando integrales y considerando la seccion transversal.

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About Map Quiz
2º - Bachillerato
volumen
integracion
seccion transversal
 Recommended age: 16 years old
27 times made

Created by

Jesús Alvarez
Jesús Alvarez
Mexico

Top 10 results

  1. 1
    Miriam Velázquez deanda
    Miriam Velázquez deanda
    01:31
    time
    100
    score
  2. 2
    Josué Horeb Martínez Trejo
    Josué Horeb Martínez Trejo
    03:36
    time
    100
    score
  3. 3
    ORTIZ GARCIA MARIA FERNANDA.
    ORTIZ GARCIA MARIA FERNANDA.
    02:11
    time
    95
    score
  4. 4
    Monse Flores
    Monse Flores
    03:56
    time
    95
    score
  5. 5
    diana barrientos
    diana barrientos
    03:59
    time
    95
    score
  6. 6
    Elizabeth Sanz flores
    Elizabeth Sanz flores
    04:24
    time
    95
    score
  7. 7
    Angel Adrián Cruz González
    Angel Adrián Cruz González
    04:28
    time
    95
    score
  8. 8
    daisy jimenez
    daisy jimenez
    04:44
    time
    95
    score
  9. 9
    Yaz Mata
    Yaz Mata
    05:41
    time
    95
    score
  10. 10
    Elsa Landaverde
    Elsa Landaverde
    03:02
    time
    90
    score
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Volumen Integracion con S. T.Online version

determinar el volumen del cono contenido o del cono contenedor empleando integrales y considerando la seccion transversal.

by Jesús Alvarez
1 Radio Mayor 2 radio menor 3 Altura Cono Contenido 4 Altura Cono Contenedor 5 Razon Altura-radio Cono Contenedor 6 Razon Altura-radio Cono contenido 7 Despejando Radio de cono contenido 8 Elevando al cuadrado ambos lados de la igualdad 9 Formula / Area de la seccion transversal 10 sustituyendo el despeje en la formula 11 Colocando la seccion transversal en el integrando 12 extrayendo las constantes fuera de la integral 13 ajustando el integrando previo al cambio de variable 14 reexpresando la integral con cambio de variable 15 integrando para obtener la primitiva 16 reexpresando la primitiva con la variable original 17 primitiva evaluada en el limite superior menos primitiva evaluada en limite inferior 18 operando algebraicamente el volumen 19 Valor del la maxima capacidad del cono contenedor 20 expresion de la maxima capacidad del cono contenedor
 
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