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29th October, 2023 , 3 min read

7 Major Characteristics of Cloud Computing Characteristics of Cloud Computing include automation, security, etc. By - Lipi Kaushik Read More >

General

27th October, 2023 , 6 min read

Tension Force: Definitions, Examples, Formula, Properties, Factors Affecting, Uses, and Common Misconceptions Every physical item that comes into contact with another puts some force on it. The names of these contact forces are assigned based on the type of item. Tension may be defined as one of the forces acting on an item, such as a rope, cable, or chain. Because they can efficiently transfer a force over a certain distance (e.g., the rope length), cables and ropes can be utilized to exert forces. Because ropes cannot effectively push, tension is the pulling force. Pushing a rope leads it to become slack and lose the tension that permits it to pull back to its original location. This may seem apparent, but when sketching the forces operating on an object, some people frequently draw the force of tension in the wrong direction. As a result, tension can only pull an item. By - Nikita Parmar Read More >

General

26th October, 2023 , 4 min read

Orbital Velocity Formula: Definitions, Examples, Derivations, Calculations, Transverse, Space Exploration, and Sample Questions The orbital velocity of a body is the apparent rate of rotation around another body. An object's regular, circular travel around the Earth is referred to as an orbit. The orbital velocity increases with the mass of the body in the center of attraction for a given height or distance. Orbital velocity is defined as the speed required to keep a satellite in orbit, whether it is man-made or natural. It is frequently used by space organizations to plan satellite launches. It helps scientists figure out the velocities at which satellites should orbit a planet or other celestial body to avoid colliding with it. By - Nikita Parmar Read More >

General

26th October, 2023 , 4 min read

Drift Velocity Formula: Characterization, Net Velocity of Electron, How to Calculate, Relation Between Drift Velocity and Electric Current Drift velocity describes the gradual migration of electrons in a conductor when an emf is applied. By - Nikita Parmar Read More >

General

26th October, 2023 , 6 min read

Velocity Units: Definitions, Examples, Si Units, Other Units, and Velocity Vs Speed The rate of change of an object's location about a frame of reference and time is defined as velocity. Velocity is a vector measure of movement speed and direction. Simply explained, velocity is the rate at which something goes in one direction or another. Speed may be used to quantify the speed of a car driving north on a major highway and the speed of a rocket blasting into space. The scalar size (total value) of vector velocity indicates the speed of movement, as one might expect. In terms of calculations, speed is the first timed exit from a location. A simple formula based on measurement, distance, and time may be used to compute speed. By - Nikita Parmar Read More >

General

25th October, 2023 , 7 min read

Stress in Physics: Definitions, Examples, History, Stress Units, Types, Stress Formula, Hooke’s Law, and Applications Stress is a physical term that describes the amount of force applied to a material per square inch. Stress, which results from externally applied forces, is a physical science and engineering term for force per unit area within the material. The breaking stress, also known as the ultimate tensile stress, is the highest stress a material can withstand before breaking. Tension is what causes a substance to be tensile. By - Nikita Parmar Read More >

Course

15th October, 2023 , 6 min read

BSc Fashion Designing: Full Form, Course Details, Admission 2023, Fees, Subjects, Syllabus BSc Fashion Designing Full Form is Bachelor of Science in Fashion Designing. BSc Fashion Designing is a course that offers 3 years study about jewellery, footwear, etc. By - Lipi Kaushik Read More >

General

11th October, 2023 , 5 min read

Sphere Formula: Definitions, Examples, Properties, Formulas, Derivations, How to Calculate, and Important Facts The sphere, as mentioned in the introduction, is a circular geometrical form. In three dimensions, the sphere is defined. The sphere is a three-dimensional solid with volume and surface area. Each point of the sphere is an equal distance from the center, much like a circle. By - Nikita Parmar Read More >

Exam

26th September, 2023 , 4 min read

AIBE XVIII (18) Exam Pattern 2023 AIBE XVIII (18) Exam Pattern 2023 By - Kitiyala Jamir Read More >

General

22nd September, 2023 , 4 min read

Macronutrients in Plants: Role, Function, Importance and Deficiency Symptoms Macronutrients in plants are of the utmost significance for encouraging optimal growth and ensuring complete nutritional health. To achieve ideal plant health and productivity, it is essential that you understand the utmost importance of these fundamental elements. By - Chaitanya Sharma Read More >

General

21st September, 2023 , 5 min read

Scalar Matrix: Definitions, Examples, Formula, Properties, Terms Related, Matrix Operations, and Applications A scalar matrix is a square matrix with all of the primary diagonal elements equal and all of the remaining elements 0. It is a type of diagonal matrix that may be produced by multiplying an identity matrix by a constant numeric value. The below pictures explain the following matrix is a scalar matrix of order "4 4." We can see that all of its primary diagonal components are the same, whereas the remainder are zeros. When an identity matrix is multiplied by a constant numeric value, a scalar matrix is generated. We can see in the graphic below that when an identity matrix is multiplied by a constant "k," we get a scalar matrix. By - Nikita Parmar Read More >

General

21st September, 2023 , 5 min read

Upper Triangular Matrix : Definition, Properties, Examples & Application An n × n square matrix A = [aij] is called an upper triangular matrix if and only if aij = 0, for all i > j. In an upper triangular matrix, this means that all elements below the major diagonal of a square matrix are zero. U = [uij for I j, 0 for I > j] is a common notation for an upper triangular matrix. By - Kasturi Talukdar Read More >

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