-
CBSE Important Questions›
-
CBSE Previous Year Question Papers›
- CBSE Previous Year Question Papers
- CBSE Previous Year Question Papers Class 12
- CBSE Previous Year Question Papers Class 10
-
CBSE Revision Notes›
-
CBSE Syllabus›
-
CBSE Extra Questions›
-
CBSE Sample Papers›
- CBSE Sample Papers
- CBSE Sample Question Papers For Class 5
- CBSE Sample Question Papers For Class 4
- CBSE Sample Question Papers For Class 3
- CBSE Sample Question Papers For Class 2
- CBSE Sample Question Papers For Class 1
- CBSE Sample Question Papers For Class 12
- CBSE Sample Question Papers For Class 11
- CBSE Sample Question Papers For Class 10
- CBSE Sample Question Papers For Class 9
- CBSE Sample Question Papers For Class 8
- CBSE Sample Question Papers For Class 7
- CBSE Sample Question Papers For Class 6
-
ISC & ICSE Syllabus›
-
ICSE Question Paper›
- ICSE Question Paper
- ISC Class 12 Question Paper
- ICSE Class 10 Question Paper
-
ICSE Sample Question Papers›
- ICSE Sample Question Papers
- ISC Sample Question Papers For Class 12
- ISC Sample Question Papers For Class 11
- ICSE Sample Question Papers For Class 10
- ICSE Sample Question Papers For Class 9
- ICSE Sample Question Papers For Class 8
- ICSE Sample Question Papers For Class 7
- ICSE Sample Question Papers For Class 6
-
ICSE Revision Notes›
- ICSE Revision Notes
- ICSE Class 9 Revision Notes
- ICSE Class 10 Revision Notes
-
ICSE Important Questions›
-
Maharashtra board›
-
Rajasthan-Board›
- Rajasthan-Board
-
Andhrapradesh Board›
- Andhrapradesh Board
- AP Board Sample Question Paper
- AP Board syllabus
- AP Board Previous Year Question Paper
-
Telangana Board›
-
Tamilnadu Board›
-
NCERT Solutions Class 12›
- NCERT Solutions Class 12
- NCERT Solutions Class 12 Economics
- NCERT Solutions Class 12 English
- NCERT Solutions Class 12 Hindi
- NCERT Solutions Class 12 Maths
- NCERT Solutions Class 12 Physics
- NCERT Solutions Class 12 Accountancy
- NCERT Solutions Class 12 Biology
- NCERT Solutions Class 12 Chemistry
- NCERT Solutions Class 12 Commerce
-
NCERT Solutions Class 10›
-
NCERT Solutions Class 11›
- NCERT Solutions Class 11
- NCERT Solutions Class 11 Statistics
- NCERT Solutions Class 11 Accountancy
- NCERT Solutions Class 11 Biology
- NCERT Solutions Class 11 Chemistry
- NCERT Solutions Class 11 Commerce
- NCERT Solutions Class 11 English
- NCERT Solutions Class 11 Hindi
- NCERT Solutions Class 11 Maths
- NCERT Solutions Class 11 Physics
-
NCERT Solutions Class 9›
-
NCERT Solutions Class 8›
-
NCERT Solutions Class 7›
-
NCERT Solutions Class 6›
-
NCERT Solutions Class 5›
- NCERT Solutions Class 5
- NCERT Solutions Class 5 EVS
- NCERT Solutions Class 5 English
- NCERT Solutions Class 5 Maths
-
NCERT Solutions Class 4›
-
NCERT Solutions Class 3›
-
NCERT Solutions Class 2›
- NCERT Solutions Class 2
- NCERT Solutions Class 2 Hindi
- NCERT Solutions Class 2 Maths
- NCERT Solutions Class 2 English
-
NCERT Solutions Class 1›
- NCERT Solutions Class 1
- NCERT Solutions Class 1 English
- NCERT Solutions Class 1 Hindi
- NCERT Solutions Class 1 Maths
-
JEE Main Question Papers›
-
JEE Main Syllabus›
- JEE Main Syllabus
- JEE Main Chemistry Syllabus
- JEE Main Maths Syllabus
- JEE Main Physics Syllabus
-
JEE Main Questions›
- JEE Main Questions
- JEE Main Maths Questions
- JEE Main Physics Questions
- JEE Main Chemistry Questions
-
JEE Main Mock Test›
- JEE Main Mock Test
-
JEE Main Revision Notes›
- JEE Main Revision Notes
-
JEE Main Sample Papers›
- JEE Main Sample Papers
-
JEE Advanced Question Papers›
-
JEE Advanced Syllabus›
- JEE Advanced Syllabus
-
JEE Advanced Mock Test›
- JEE Advanced Mock Test
-
JEE Advanced Questions›
- JEE Advanced Questions
- JEE Advanced Chemistry Questions
- JEE Advanced Maths Questions
- JEE Advanced Physics Questions
-
JEE Advanced Sample Papers›
- JEE Advanced Sample Papers
-
NEET Eligibility Criteria›
- NEET Eligibility Criteria
-
NEET Question Papers›
-
NEET Sample Papers›
- NEET Sample Papers
-
NEET Syllabus›
-
NEET Mock Test›
- NEET Mock Test
-
NCERT Books Class 9›
- NCERT Books Class 9
-
NCERT Books Class 8›
- NCERT Books Class 8
-
NCERT Books Class 7›
- NCERT Books Class 7
-
NCERT Books Class 6›
- NCERT Books Class 6
-
NCERT Books Class 5›
- NCERT Books Class 5
-
NCERT Books Class 4›
- NCERT Books Class 4
-
NCERT Books Class 3›
- NCERT Books Class 3
-
NCERT Books Class 2›
- NCERT Books Class 2
-
NCERT Books Class 1›
- NCERT Books Class 1
-
NCERT Books Class 12›
- NCERT Books Class 12
-
NCERT Books Class 11›
- NCERT Books Class 11
-
NCERT Books Class 10›
- NCERT Books Class 10
-
Chemistry Full Forms›
- Chemistry Full Forms
-
Biology Full Forms›
- Biology Full Forms
-
Physics Full Forms›
- Physics Full Forms
-
Educational Full Form›
- Educational Full Form
-
Examination Full Forms›
- Examination Full Forms
-
Algebra Formulas›
- Algebra Formulas
-
Chemistry Formulas›
- Chemistry Formulas
-
Geometry Formulas›
- Geometry Formulas
-
Math Formulas›
- Math Formulas
-
Physics Formulas›
- Physics Formulas
-
Trigonometry Formulas›
- Trigonometry Formulas
-
CUET Admit Card›
- CUET Admit Card
-
CUET Application Form›
- CUET Application Form
-
CUET Counselling›
- CUET Counselling
-
CUET Cutoff›
- CUET Cutoff
-
CUET Previous Year Question Papers›
- CUET Previous Year Question Papers
-
CUET Results›
- CUET Results
-
CUET Sample Papers›
- CUET Sample Papers
-
CUET Syllabus›
- CUET Syllabus
-
CUET Eligibility Criteria›
- CUET Eligibility Criteria
-
CUET Exam Centers›
- CUET Exam Centers
-
CUET Exam Dates›
- CUET Exam Dates
-
CUET Exam Pattern›
- CUET Exam Pattern
Spherical Segment Formula
A spherical segment is a portion of a sphere that results from the top and bottom of the sphere being cut by a plane in a manner that makes both cuts parallel to one another. It looks like a spherical cap with the top cut off, hence it relates to a spherical frustum. The spherical segment’s surface is referred to as a zone (excluding the bases). The solid, which is defined by cutting a basketball with two parallel blades, is the spherical segment. It might be referred to as a spherical frustum since, as one could say, the spherical cap has been truncated. When they omit the bases, that spherical segment is referred to as the spherical zone. Volume and surface area are the Spherical Segment Formula used here.
Extramarks offers resources for high school students to study. The study aids make it simpler to fully comprehend the ideas needed to finish the exercises in the textbook. This study tool can assist students in revising their chapters. A group of highly skilled and qualified teachers produced it in a clear and effective manner. Students can also find chapter-by-chapter practice worksheets, MCQs, sample question papers, past years’ papers, solved exemplar problems, and more on Extramarks. Students will not have to search elsewhere in order to find what they need for their studies as a result. Through Extramarks, students may interact with some of India’s top professors who have years of experience working as experts in their specialised industries. To properly explain each subject, they use teaching strategies that largely rely on rich media. In order to assist students to meet their academic goals and improve their grades, Extramarks continually emphasises conceptual progress along with rigorous and quick learning. Subject experts also produced study guides and practice questions to aid students in their preparation. Extramarks also offers study guides and mock tests for students getting ready for different entrance exams. Students can also use question papers and brief revision notes before examinations to get a rapid overview. It will help them feel more confident as they prepare for various exams.
Spherical Segment Formula
The area and volume of a spherical segment are its two main Spherical Segment Formula. The spherical segment’s area and volume are described by the Spherical Segment Formula. A spherical segment is solid in geometry that is created by cutting a sphere or ball using two parallel planes. It resembles a spherical frustum because it can be visualised as a spherical cap with a truncated top. The term “spherical zone” refers to the surface of the Spherical Segment Formula, excluding the bases. The area a spherical segment occupies in a three-dimensional space is referred to as its area. It is equal to the product of its radius and height multiplied by a constant. The region contained by a spherical segment is referred to as its volume. It is equal to the product of the height and the sum of the squares of the first and second radii multiplied by three, plus the square of the height with a constant. The Spherical Segment Formula yields the curved surface area of the spherical zone, excluding the top and bottom bases.
Students are assisted in determining the area and volume by studying the ideas in Spherical Segment Formula. There are numerous ideas related to this topic. The Spherical Segment Formula greatly reduces the students’ burden as they prepare for their exams. The Spherical Segment Formula was written by knowledgeable subject experts with concern for students’ level of comprehension. As a result, students no longer need to search elsewhere or worry about exams. The Spherical Segment Formula is a one-stop shop for students to find all the concepts required to understand the spherical segment. The top instructors in India, who have years of professional expertise in their professions, teach at Extramarks. They thoroughly explain each topic using teaching tools built around rich media. In order to assist students to increase their scores and learning outcomes, Extramarks consistently focuses on fundamental concepts as well as speedy and detailed learning. To assist students with their studies, subject specialists create the Spherical Segment Formula. Extramarks brings common textbook concepts to life by using images and animations. In order to facilitate easy comprehension and retention during online learning, the 2D and 3D animation teams excel at making concepts pretty clear. Extramarks offers a complete approach that incorporates student involvement so that they can learn enthusiastically.
Sample problems
Several sample problems on the Spherical Segment Formula can be found on the Extramarks website and mobile application. Students should practice the Spherical Segment Formula thoroughly to completely grasp the concept.