Formular y evaluar la integral que da el volumen del solido formado al girar alrededor del eje x
Enviado por Triplerata • 26 de Mayo de 2018 • Exámen • 381 Palabras (2 Páginas) • 580 Visitas
Taller no. 3
Parte 1
En los ejercicios 1 a 6, formular y evaluar la integral que da el volumen del solido formado al girar alrededor del eje x.
- y = - x + 1
[pic 1] [pic 2]
V= [pic 3]
V=[pic 4]
V=[pic 5]
R V=[pic 6]
- y=4[pic 7]
[pic 8] [pic 9]
V= [pic 10]
V= [pic 11]
V=[pic 12]
R V=[pic 13]
- Y=[pic 14]
[pic 15] [pic 16]
V= [pic 17]
V= [pic 18]
V= [pic 19]
R V=[pic 20]
[pic 21]
- y=[pic 22]
[pic 23] [pic 24]
V= [pic 25]
V= [pic 26]
V=([pic 27][pic 28]
R V=18[pic 29]
- y=, y=[pic 30][pic 31]
[pic 32] [pic 33]
R=[pic 34]
r=[pic 35]
V= [pic 36]
V= [pic 37]
V=[pic 38]
R V=[pic 39]
- y=2 , y=4[pic 40]
[pic 41] [pic 42]
R=4- [pic 43]
r=2
V= [pic 44]
V= [pic 45]
V= (16x-[pic 46][pic 47]
R V=[pic 48]
En los ejercicios 7 a 10, formular y evaluar la integral que da el volumen del solido formado al girar alrededor del eje y.
- y=[pic 49]
[pic 50] [pic 51]
X=[pic 52]
V= [pic 53]
[pic 54]
V=[pic 55]
R V=8[pic 56]
- y=[pic 57]
[pic 58][pic 59]
y=[pic 60]
=16-[pic 61][pic 62]
=16-[pic 63][pic 64]
=[pic 65][pic 66]
V= [pic 67]
V= [pic 68]
V= 16y-[pic 69][pic 70]
R V=[pic 71]
- y=[pic 72]
[pic 73] [pic 74]
...