volume between y=x and y=x^2 rotated about x=1
Published 5 years ago • 10K plays • Length 16:35
Download video MP4
Download video MP3
Similar videos
-
3:22
find the volume of the region between y=2x and y=x^2 when rotated about y=4 using the washer method
-
20:00
disk & washer method - calculus
-
28:08
disc and washer method for volume of revolution (rotated about different axis and lines)
-
7:30
calculus - integration: volume by rotating an area (3 of 10) ex. 3: y=x^2,y=x about the x-axis
-
6:27
use washer cross sections to find volume of solid revolving region about x axis, y = x 3, y = x^2 1
-
11:20
calculating the volume of a solid of revolution by integration
-
3:01
find volume of solid generated by revolving region about x axis for y = x^3, y =0, x =2.
-
5:31
find volume of solid generated by revolving the region about x axis for y = 2-x^2, and y = x^2
-
38:22
disc/washer method vs. shell method (rotated about different lines)
-
13:51
volumes: examples around x-axis & y-axis
-
6:43
volumes of revolution between curves
-
18:32
volume of solids of revolution about lines other than x or y axis
-
12:20
shell method - volume of revolution
-
6:39
calculus - integration: volume by rotating an area (1 of 10) ex. 1: y=x^2, y=5, x=0 about the y-axis
-
5:22
calculus - integration: volume by rotating an area (4 of 10) ex. 4: y=x^2,y=x about the x-axis
-
3:58
find volume of solid generated by revolving the region about y axis for y = x and y^2 = x
-
2:34
find the volume of the solid formed by rotating the region bounded by y=x^2, x=2, x=3, y=0 about x=5
-
27:53
disk, washer and shell methods- volume of solid of revolution
-
7:43
volume of solid of revolution about y = -2: washer method.
-
5:52
find volume of solid generated by revolving region about x axis. y = 4- x^2, x =2, y =4.
-
3:48
find volume of solid generated by revolving the region about x axis y = 1- x^2 and y = 0.
-
5:29
calculus - integration: volume by rotating an area (2 of 10) ex. 2: y=(x-2)^1/2 x=5 y=x-2 x-axis
Clip.africa.com - Privacy-policy