In this article provided formulas of Surface Area and Volume of a Sphere and a Hemisphere with examples. Volume and surface area of a three dimensional (3D) solid geometrical shapes. Sphere and Hemisphere Formulas with ExamplesContents1 Sphere and Hemisphere Formulas with Examples1.1 Sphere1.1.1 Surface Area of a Sphere1.1.2 Volume of a Sphere1.2 Hemisphere1.2.1 Surface Area […]

## Practice session on cube and cuboid Questions- Allmathtricks

Formulas of Cuboid and Cube with examples for Surface Area, volume, Diagonal Length, Perimeter – Please go through the below link Read More

## Volume of cube and cuboid, Area of cube and cuboid | Allmathtricks

In this page provided formulas for Surface Area, volume, Diagonal Length, Perimeter of Cuboid and Cube with examples Surface Area and volume of cuboid and Cube Formulas with ExamplesContents1 Surface Area and volume of cuboid and Cube Formulas with Examples1.1 Cuboid1.2 Cube1.2.1 Perimeter of Cuboid and Cube1.2.2 Surface Area of Cuboid and Cube1.2.3 Volume of […]

## Ratio proportion and variation problems with solutions, Allmathtricks

In this article explained about some examples with solution of ratio proportion and variation chapter Ratio proportion and variation formulas and properties Click Here Ratio and Proportion Questions with Solutions | Quantitative Aptitude Example-1 : Ratio between two numbers is 5 : 6 and sum of their squares is 244. Then find the numbers Solution: […]

## Ratio proportion and variation formula with aptitude tricks – Allmathtricks

In this article discussed about basic concepts, Important Formulas, Properties with Quantitative aptitude shortcuts & tricks of ratio proportion and variation Ratio Proportion and Variation aptitude formulas for all Competitive Exams Contents1 Ratio Proportion and Variation aptitude formulas for all Competitive Exams 1.1 What is Ratio1.2 What is Proportion1.3 What is Variation1.3.1 Impotent formulas and […]

## Relationship Between Arithmetic, Geometric, Harmonic Mean. AM, GM and HM

In this page explained about formulas of Arithmetic Mean, Geometric Mean and Harmonic Mean. Relation between Arithmetic , Geometric and Harmonic Mean. Also given examples on Arithmetic Progressions (AP), Geometric Progressions (GP) and Harmonic Progressions. Arithmetic MeanContents1 Arithmetic Mean2 Geometric Mean3 Harmonic Mean4 Relationship Between Arithmetic Mean, Geometric Mean and Harmonic Mean ( AM , […]

## Harmonic Progression Formula, Properties and Harmonic Mean Formula

In this article we learn about harmonic progression formula for nth term, sum of terms, properties with examples. Harmonic mean formula for two quantities, three quantities and number of quantities. Harmonic Progression and Harmonic Mean formulas with properties Definition of Harmonic Progression A series of terms is known as a Harmonic progression series when the […]

## Geometric progression problems and solutions with Formulas and properties

In this page learn about Geometric Progression Tutorial – nth term of GP, sum of GP and geometric progression problems with solution for all competitive exams as well as academic classes. Geometric Sequences Practice Problems | Geometric Progression Tutorial Formulas and properties of Geometric progression Click Here Geometric progression exercises with answers Example – 1 […]

## Geometric Progression Formulas and Properties & Sum of Geometric Series

In this session explained about Geometric Progression formulas of nth term, Sum of first ‘n’ terms of a G.P, Properties of Geometric Progression. Also relation between A.P and G.P. Geometric Progression Formula for nth Term | Properties of Geometric progressionContents1 Geometric Progression Formula for nth Term | Properties of Geometric progression1.1 Properties of Geometric progression1.2 […]

## Arithmetic Mean Formula | Practice Questions for Arithmetic Mean

In this article explained about Definition, Properties, Formula and Examples with Solutions of Arithmetic Mean Basic Concept, formula with examples for Arithmetic Mean The arithmetic mean “A” of any two quantities of ” a” and ” b”. Then Here a, A, b are in A.P . We much have b – A = A- a […]