It was something which was not easily available for most of the students , that limits in cylindrical and spherical coordinates system , really helpful , thank you sir !
Hello sir can you please help me to solve this question. 1.) Using triple integration in cylindrical coordinates, find the volume of the solid that the cylinder r = acos(Theta) cuts out of the sphere of radius centered at the origin
Draw each curve or surfaces separately and the expected region is the region bounded by all these curves. Mostly we use following surfaces. Cylinder Sphere Circle Paraboloid Cone Plane Line Ellipse Parabola
It was something which was not easily available for most of the students , that limits in cylindrical and spherical coordinates system , really helpful , thank you sir !
@@Vibes.22 most welcome
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Hello sir can you please help me to solve this question.
1.) Using triple integration in cylindrical coordinates, find the volume of the solid that the cylinder r = acos(Theta) cuts out of the sphere of radius centered at the origin
Wonderful 🙏👏👏
Thank you sir...
Nicest 💟
You sir are Goated
Tqsm sr ❤
thank you sir
Sir what if there was a z=1 plane what eill be the value of theta?
Sir how to draw proper figure .. i confused many times
Draw each curve or surfaces separately and the expected region is the region bounded by all these curves.
Mostly we use following surfaces.
Cylinder
Sphere
Circle
Paraboloid
Cone
Plane
Line
Ellipse
Parabola
@@ranjankhatu thnq sir for your reply .. and for teaching this complex chapter too easily😊
Fking hero
Limit of theeta will always be 0 to 2(Pie)??
No. It depends on region
Sir here the plane cuts only in the first quadrant,then how it will be 0 to 2pi