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HOw's the class flow?

  • Teachers and students meet online from  Monday to Thursday  for an hour.
  • Initial assessment is given to evaluate student's level of knowledge.
  • Teacher fine tunes curriculum according to assessment results.
  • Classes are participatory. Teachers cover concepts and students will practice through interactive simulations, adaptive exercises, or exploring activities before, during, and after class.
  • Teachers adjust their classes based on the results of daily practice and intervene directly with students who need help.
  • Weekly assessments are given to be completed every Friday.


"practice, practice, practice"

Curriculums


  • 6th Grade Math

    1. Ratios, Rates, and Percentages


    1.1  Introducing Ratios

    1.2  Equivalent Ratios & Tape Diagrams

    1.3  Rates

    1.4  Unit Rates

    1.5  Unit Conversion

    1.6  Introducing Percentages


    2. Operations with Fractions, Decimals, and Whole Numbers


    2.1  Division as Multiplication

    2.2  Scaling Shrinking Rectangle

    2.3  Adding and Subtracting Decimals with the Standard Method

    2.4  Multiplying Decimals with the Standard Method

    2.5  Decimals Divided by Decimals

    2.6  Using Greatest Common Factor

    2.7  Using Least Common Multiple


    3. Introduction to Graphing and Algebra Expressions


    3.1  Points on the Number Line

    3.2  Points on the Coordinate Plane

    3.3  Expressions

    3.4  Using Exponents

    3.5  Order of Operations

    3.6  Letters Stand for Numbers


    4. Equations and Inequalities


    4.1  Equivalent Expressions

    4.2  Solving Equations

    4.3  Equivalent Ratio Equations

    4.4  Writing Equations

    4.5  Making Tables and Graphs

    4.6  Comparing Rational Numbers on a Number Line

    4.7  Inequalities on the Number Line

    4.8  Inequality Solutions


    5. Surface Area and Volume


    5.1  Area of Quadrilaterals

    5.2  Area of Triangles

    5.3  Shapes in the Coordinate Plane

    5.4  Surface Area

    5.5  Volume of Prisms


    6. Statistics


    6.1  Dot Plots

    6.2  Histograms

    6.3  Mean, Median, Mode and Range

  • 7th Grade Math

    1. Ratios, Proportional Relationships, and Rational Numbers


    1.1  Unit Rate and Proportionality

    1.2  Using Equations to Represent Proportional Relationships

    1.3  Proportionality in Geometry: Scale Drawings

    1.4  Modeling the Addition of Integers

    1.5  Multiplying Rational Numbers

    1.6  Converting Between Fractions and Decimals


    2. Expressions, Equations, and Inequalities


    2.1  Combining Like Terms

    2.2  Identifying Equivalent Expressions

    2.3  Writing Two-Step Equations

    2.4  Solving Two-Step Equations


    3. Percents and Scale


    3.1  Understanding Percent

    3.2  Problem-Solving with Percents

    3.3  Solving Problems Involving Percent Increase and Decrease

    3.4  Solving Problems Involving Taxes, Commissions, and Fees

    3.5  Scale Drawings and Percent


    4. Angles, Area, and Volume


    4.1  Special Angle Pairs

    4.2  Area and Circumference of Circles from Radius and Diameter

    4.3  Solving Problems Involving Circles

    4.4  Surface Area of Triangular Prisms

    4.5  Volume of Cubes and Rectangular Prisms

    4.6  Volume of Triangular Prisms


    5. Probability and Statistics


    5.1  Understanding Likelihood

    5.2  Theoretical Probability Models

    5.3  Tree Diagrams for Simple Events

    5.4  Visually Comparing Two Data Distributions

    5.5  Introduction to Sampling

    5.6  Using Sample Data to Make Estimates about Populations

  • 8th Grade Math

    1. Congruence and Similarity


    1.1  Introduction to Rigid Motions

    1.2  Defining Congruence

    1.3  Translations on the Coordinate Plane

    1.4  Angles and Parallel Lines

    1.5  Angles & Triangles

    1.6  Properties of Dilations

    1.7  Defining Similarity


    2. Linear Equations and Linear Relationships


    2.1  Writing Equations with Variables

    2.2  Linear Equations With Variables on Both Sides

    2.3  Graphing Proportional Relationships

    2.4  Defining Slope


    3. Systems of Equations


    3.1  Understanding Systems of Linear Equations

    3.2  Solving Systems of Equations by Graphing

    3.3  Solving Systems of Equations Using Substitution

    3.4  Solving Systems of Equations Using Elimination


    4. Patterns and Associations in Data


    4.1  Representing Data in Scatter Plots

    4.2  Linear Patterns in Scatter Plots

    4.3  Fitting a Line to Data


    5. Functions


    5.1  Introduction to Functions

    5.2  Domain and Range

    5.3  Interpreting Graphs of Functions

    5.4  Different Representations of Functions


    6. Volume


    6.1  Volume of Cylinders

    6.2  Volume of Cones

    6.3  Volume of Spheres


    7. Integer Exponents and Scientific Notation


    7.1  The Power of 0 and Negative Exponents

    7.2  Comparing Numbers in Scientific Notation & Choosing Reasonable Units


    8. Irrational Numbers and the Pythagorean Theorem


    8.1  Understanding Perfect Squares and Perfect Cubes

    8.2  Introduction to Square Roots and Cube Roots

    8.3  Introduction to Irrational Numbers

    8.4  Introduction to The Pythagorean Theorem

    8.5  Proofs of the Pythagorean Theorem

  • Algebra 1 Essentials

    1. Introduction to Functions


    1.1  Linear Functions

    1.2  Representing Linear Functions

    1.3  Rate of Change

    1.4  Introduction to Quadratic Models

    1.5  Comparing Function Types


    2. Expressions


    2.1  Number Types

    2.2  Exponential Expressions

    2.3  Distribution and Factoring


    3. Functions


    3.1  Defining Functions

    3.2  Graphs of Functions and Non-Functions

    3.3  Domain and Range

    3.4  Compound Interest

    3.5  The Quadratic Model

    3.6  Comparing Linear, Quadratic, and Exponential Models


    4. Equations and Inequalities


    4.1  Absolute Value Equations

    4.2  Systems of Linear Equations

    4.3  Graphing Linear Inequalities

    4.4  Quadratics with Constant Terms

    4.5  Solving by Factoring

    4.6  Exponential Functions and Equations


    5. Data, Statistics, and Probability


    5.1  Histograms and Frequency Distributions

    5.2  Mean and Standard Deviation

    5.3  Sampling and the Normal Distribution

    5.4  Correlation and Causation

  • Algebra 2 Essentials

    1. Polynomials


    1.1  Properties of Polynomials

    1.2  Multiplying Polynomials

    1.3  Dividing Polynomials


    2. Functions


    2.1  Functions

    2.2  Function Transformations

    2.3  Piecewise Defined Functions

    2.4  Graphing Functions

    2.5  Inverse Functions


    3. Quadratic Functions


    3.1  Roots of Quadratic Functions

    3.2  Quadratic Inequalities

    3.3  Modeling with Quadratic Functions

    3.4  Rational and Irrational Roots

    3.5  Complex Numbers


    4. Polynomial Functions


    4.1  Factoring Polynomials Using Quadratic Methods

    4.2  Factoring Higher Degree Polynomials

    4.3  Graphing Polynomial Functions

    4.4  Roots of Polynomial Equations


    5. Exponents & Logarithmic Functions


    5.1  Exponential Growth & Decay Functions

    5.2  Logarithms

    5.3  Logarithmic Functions

    5.4  Transformations of Log Functions

  • Interactive Geometry Essentials

    1. The Three Dimensions


    1.2  Angles - Definition, Types, Interactives and Examples

    1.3  Triangles - Definition, Classification, Interactives and Examples

    1.4  Circles - Definition, Formulae, Interactives and Examples

    1.5  Volume of Solids - Definition, Formulae, Interactives and Examples

    1.6  Cross Sections of Solids


    2. Rigid Transformations


    2.1  Transformations in the Plane

    2.2  Translations

    2.3  Reflections

    2.4  Rotations

    2.5  Composite Transformations


    3. Congruence


    3.1  Definition of Congruence

    3.2  ASA and AAS Triangle Congruence

    3.3  Applications of Congruent Triangles


    4. Reasoning and Proof


    4.1  Theorems and Proofs

    4.2  Theorems about Lines and Angles

    4.3  Theorems about Concurrence in Triangles

    4.4  Applications of Triangle Theorems


    5. Similarity


    5.1  Definition of Similarity

    5.2  Theorems Involving Similarity

    5.3  Applications of Similar Triangles


    6. Trigonometry


    6.1  Tangent Ratio

    6.2  Sine and Cosine Ratios

    6.3  Triangles in Applied Problems


    7. Circles


    7.1  Circles and Similarity

    7.2  Circumference of a Circle and Area of a Circle - Formula, Interactives and Examples

    7.3  Sector Area


    8. Three Dimensions


    8.1  Cylinders

    8.2  Spheres

    8.3  Connections Between Two and Three Dimensions

    8.4  Modeling in Three Dimensions


    9. Conics and Coordinate Geometry


    9.1  Slope of Parallel and Perpendicular Lines

    9.2  The Distance Formula

    9.3  Points that Partition Line Segments

    9.4  Conic Sections

  • Trigonometry Concepts

    1. Introduction to Trigonometry


    1.1  Lengths of Triangle Sides Using the Pythagorean Theorem

    1.2  Identifying Sets of Pythagorean Triples

    1.3  Pythagorean Theorem to Classify Triangles

    1.4  Pythagorean Theorem to Determine Distance

    1.5  Lengths of Sides in Isosceles Right Triangles

    1.6  Relationships of Sides in 30-60-90 Right Triangles

    1.7  Special Triangle Ratios

    1.8  Sine, Cosine, and Tangent Functions

    1.9  Secant, Cosecant, and Cotangent Functions

    1.10  Pythagorean Theorem for Solving Right Triangles

    1.11  Inverse Trigonometric Functions

    1.12  Alternate Formula for the Area of a Triangle

    1.13  Angles of Elevation and Depression

    1.14  Right Triangles, Bearings, and other Applications

    1.15  Angles of Rotation in Standard Positions

    1.16  Coterminal Angles

    1.17  Trigonometric Functions and Angles of Rotation

    1.18  Reference Angles and Angles in the Unit Circle

    1.19  Trigonometric Functions of Negative Angles

    1.20  Trigonometric Functions of Angles Greater than 360 Degrees

    1.21  Reciprocal Identities

    1.22  Domain, Range, and Signs of Trigonometric Functions

    1.23  Quotient Identities

    1.24  Cofunction Identities and Reflection

    1.25  Pythagorean Identities


    2. Graphs of Trigonometric Functions


    2.1  Radian Measure

    2.2  Conversion between Degrees and Radians

    2.3  Six Trigonometric Functions and Radians

    2.4  Rotations in Radians

    2.5  Length of an Arc

    2.6  Area of a Sector

    2.7  Length of a Chord

    2.8  Angular Velocity

    2.9  Sine and Cosecant Graphs

    2.10  Cosine and Secant Graphs

    2.11  Tangent and Cotangent Graphs

    2.12  Vertical Translations

    2.13  Horizontal Translations or Phase Shifts

    2.14  Amplitude

    2.15  Period and Frequency

    2.16  Amplitude, Period, and Frequency

    2.17  Trigonometric Identities and Equations


    3. Trigonometric Identities


    3.1  Even and Odd Identities

    3.2  Proofs of Trigonometric Identities

    3.3  Simpler Form of Trigonometric Equations

    3.4  Trigonometric Equations Using Factoring

    3.5  Trigonometric Equations Using the Quadratic Formula

    3.6  Cosine Sum and Difference Formulas

    3.7  Sine Sum and Difference Formulas

    3.8  Tangent Sum and Difference Formulas

    3.9  Applications of Sum and Difference Formulas

    3.10  Double Angle Identities

    3.11  Half Angle Formulas

    3.12  Trigonometric Equations Using Half Angle Formulas

    3.13  Sum to Product Formulas for Sine and Cosine

    3.14  Product to Sum Formulas for Sine and Cosine

    3.15  Triple-Angle Formulas and Linear Combinations


    4. Inverse Trigonometric Functions


    4.1  Definition of the Inverse of Trigonometric Ratios

    4.2  Exact Values for Inverse Sine, Cosine, and Tangent

    4.3  Inverse of Functions through Algebraic Manipulation

    4.4  Inverses by Mapping

    4.5  Inverses of Trigonometric Functions

    4.6  Composition of Trig Functions and Their Inverses

    4.7  Definition of Inverse Reciprocal Trig Functions

    4.8  Composition of Inverse Reciprocal Trig Functions

    4.9  Trigonometry in Terms of Algebra

    4.10  Applications of Inverse Trigonometric Functions


    5. Triangles and Vectors


    5.1  Sides of an Oblique Triangle

    5.2  Determination of Unknown Angles Using Law of Cosines

    5.3  Identify Accurate Drawings of Triangles

    5.4  Derivation of the Triangle Area Formula

    5.5  Heron's Formula

    5.6  Determination of Unknown Triangle Measures Given Area

    5.7  Angle-Angle-Side Triangles

    5.8  Angle-Side-Angle Triangles

    5.9  Possible Triangles with Side-Side-Angle

    5.10  Law of Sines

    5.11  Law of Cosines

    5.12  General Solutions of Triangles

    5.13  Directed Line Segments

    5.14  Vector Addition

    5.15  Vector Subtraction

    5.16  Resultant of Two Displacements

    5.17  Vector Multiplied by a Scalar

    5.18  Translation of Vectors and Slope

    5.19  Unit Vectors and Components

    5.20  Resultant as the Sum of Two Components

    5.21  Resultant as Magnitude and Direction


    6. Polar System


    6.1  Plots of Polar Coordinates

    6.2  Distance Between Two Polar Coordinates

    6.3  Transformations of Polar Graphs

    6.4  Polar to Rectangular Conversions

    6.5  Rectangular to Polar Conversions

    6.6  Rectangular to Polar Form for Equations

    6.7  Intersections of Polar Curves

    6.8  Equivalent Polar Curves

    6.9  Trigonometric Form of Complex Numbers

    6.10  Product Theorem

    6.11  Quotient Theorem

    6.12  DeMoivre's Theorem

    6.13  DeMoivre's Theorem and nth Roots

    6.14  Equations Using DeMoivre's Theorem

    6.15  Geometry of Complex Roots

  • Chemistry Essentials

    1. Matter and Change


    1.1  Matter, Mass, and Volume

    1.2  Pure Substance

    1.3  Physical Properties

    1.4  Physical Change

    1.5  Change of State

    1.6  States of Matter

    1.7  Mixture

    1.8  Element

    1.9  Compound

    1.10  Chemical Change

    1.11  Chemical Symbols and Formulas

    1.12  Chemical Properties and Chemical Reactions

    1.13  Reactants and Products

    1.14  Recognizing Chemical Reactions


    2. Measurements


    2.1  SI Base Units

    2.2  Metric Prefixes

    2.3  Scientific Notation

    2.4  Temperature and Temperature Scales

    2.5  Dimensional Analysis

    2.6  Density

    2.7  Significant Figures


    3. Atomic Structure


    3.1  Law of Conservation of Mass

    3.2  Dalton's Atomic Theory

    3.3  Atom

    3.4  Electron

    3.5  Proton

    3.6  Neutron

    3.7  Atomic Nucleus

    3.8  Atomic Number

    3.9  Mass Number

    3.10  Isotope

    3.11  Atomic Mass Unit

    3.12  Calculating Average Atomic Mass


    4. Electrons in Atoms


    4.1  Electromagnetic Spectrum

    4.2  Wavelength and Frequency Calculations

    4.3  Atomic Emission Spectra

    4.4  Bohr's Atomic Model

    4.5  Quantum Mechanical Atomic Model

    4.6  Energy Level

    4.7  Orbital

    4.8  Electron Configurations

    4.9  Valence Electrons


    5. The Periodic Table


    5.1  Mendeleev's Periodic Table

    5.2  Periodic Law

    5.3  Modern Periodic Table

    5.4  Blocks of the Periodic Table

    5.5  Periodic Trends: Atomic Radius

    5.6  Ion

    5.7  Periodic Trends: Ionization Energy


    6. Chemical Nomenclature


    6.1  Molecular Formula

    6.2  Empirical Formula

    6.3  Cation

    6.4  Anion

    6.5  Transition Metal Ions

    6.6  The Stock System of Nomenclature

    6.7  Naming Binary Ionic Compounds

    6.8  Formulas for Binary Ionic Compounds

    6.9  Polyatomic Ions - Naming and Formulas


    7. Chemical Bonding


    7.1  Electron Dot Diagrams

    7.2  Octet Rule

    7.3  Ionic Bond

    7.4  Metallic Bond

    7.5  Chemical Bond

    7.6  Lewis Electron-Dot Structures

    7.7  Single Covalent Bonds

    7.8  Multiple Covalent Bonds

    7.9  Bond Polarity

    7.10  Polar Molecules

    7.11  Van der Waals Forces

    7.12  Hydrogen Bonding


    8. The Mole


    8.1  Avogadro's Number

    8.2  Conversions Between Moles and Atoms

    8.3  Molar Mass

    8.4  Conversions Between Moles and Mass

    8.5  Conversions Between Mass and Number of Particles

    8.6  Conversions Between Moles and Gas Volume


    9. Chemical Reactions


    9.1  Chemical Reaction

    9.2  Word Equations

    9.3  Writing Chemical Equations

    9.4  Balancing Chemical Equations

    9.5  Combination Reactions

    9.6  Decomposition Reactions

    9.7  Combustion Reaction

    9.8  Single-Replacement Reactions

    9.9  Double-Replacement Reactions

    9.10  Factors Affecting Reaction Rate


    10. Stoichiometry


    10.1  Mole Ratios

    10.2  Mass-Mole Stoichiometry

    10.3  Limiting Reactant

    10.4  Determining the Limiting Reactant

    10.5  Theoretical Yield and Percent Yield


    11. The Behavior of Gases


    11.1  Kinetic Molecular Theory

    11.2  Gas Pressure

    11.3  Atmospheric Pressure

    11.4  Pressure Units and Conversions

    11.5  Factors Affecting Gas Pressure

    11.6  Boyle's Law

    11.7  Charles's Law

    11.8  Gay-Lussac's Law

    11.9  Combined Gas Law

    11.10  Avogadro's Law

    11.11  Ideal Gas Law


    12. Thermochemistry


    12.1  Chemical Potential Energy

    12.2  Heat

    12.3  Exothermic Reaction

    12.4  Endothermic Reaction

    12.5  Heat Capacity and Specific Heat

    12.6  Specific Heat Calculations

    12.7  Enthalpy


    13. Solutions, Acids, and Bases


    13.1  Solute and Solvent

    13.2  Molarity

    13.3  Acid

    13.4  Base

    13.5  pH

    13.6  Calculating pH


    14. Nuclear Chemistry


    14.1  Types of Radioactive Decay

    14.2  Detection of Radioactivity

  • Physics Essentials

    1. Introduction to Physics


    1.1  Scope of Physics

    1.2  Scientific Method

    1.3  Scientific Measurement

    1.4  Math Tools for Physics

    1.5  Vector Addition

    1.6  Graphical Methods of Vector Addition


    2. Motion in One-Dimension


    2.1  Position and Displacement

    2.2  Average Velocity

    2.3  Average Acceleration

    2.4  Acceleration Due to Gravity

    2.5  Position vs. Time Graphs

    2.6  Velocity vs. Time Graphs


    3. Forces and Newton's Laws of Motion


    3.1  Weight

    3.2  Friction

    3.3  Connecting Newton's First and Second Laws

    3.4  Newton's Third Law


    4. Circular Motion and Gravity


    4.1  Circular Motion

    4.2  Centripetal Force

    4.3  Newton's Universal Law of Gravity

    4.4  Orbital Motion

    4.5  Einstein's Theory of Gravity


    5. Conservation Laws


    5.1  Momentum and Impulse

    5.2  Conservation of Momentum in One Dimension

    5.3  Elastic and Inelastic Collisions

    5.4  Potential Energy

    5.5  Kinetic Energy

    5.6  Conservation of Energy


    6. Simple Machines


    6.1  Work

    6.2  Machine

    6.3  Power


    7. Harmonic Motion and Waves


    7.1  Simple Harmonic Motion

    7.2  Transverse Wave

    7.3  Longitudinal Wave

    7.4  Wave Speed


    8. Sound


    8.1  Sound Waves

    8.2  Speed of Sound

    8.3  Doppler Effect


    9. Electromagnetic Radiation


    9.1  Electromagnetic Waves

    9.2  Electromagnetic Spectrum

    9.3  Light and Color


    10. Optics


    10.1  Reflection

    10.2  Refraction


    11. Static Electricity


    11.1  Electric Charge and Electric Force

    11.2  Electric Fields

    11.3  Coulomb’s Law


    12. Electric Current


    12.1  Voltage

    12.2  Current

    12.3  Ohm’s Law


    13. Electric Circuits


    13.1  Energy Transfer in Electric Circuits

    13.2  Series Circuits

    13.3  Parallel Circuits


    14. Magnetism


    14.1  Magnet

    14.2  Earth as a Magnet


    15. Electromagnetism


    15.1  Electromagnet

    15.2  Electric Motor

    15.3  Generator


    16. Modern Physics


    16.1  Fundamental Particles

    16.2  Atomic Forces

    16.3  Bohr's Atomic Model

    16.4  Quantum Mechanical Atomic Model

    16.5  Radioactivity

    16.6  Nuclear Reactions

    16.7  Special Theory of Relativity

    16.8  General Theory of Relativity

How are classes given?

All classes are online and participatory. `

What type of technology is required?

a. Students should have access to the Internet with enough speed to carry online meetings (i.e, chats, teams, etc.).
b. A laptop or desktop computer. No tablets or phones.
c. Tablet to draw and write (i.e., One by Wacom or any other brand-8.3 in x 5.7 in)
d. Microphone and speakers for computers that do not have them.

How do I pay for the classes?

You can pay on the web page or via the confirmation email we send after registration.

How much effort is required?

To enhance learning possibilities, students are expected to read the assigned material prior to coming to class. This means that students will have things to do before and after class.

Do students earn credit?

No. These are preparatory and remedial classes designed to prepare students before the new school year begins or to review difficult material needed for other classes.

How do students and parents communicate with the teacher?

Students can communicate in class, email, and chat. Parents can meet with teachers via Meet, the same way students do.

What is Clasle?

Clasle is Technology as a Service (TaaS), a subscription-based model where businesses or individuals gain access to technology solutions (hardware, software, and services) through a monthly fee, rather than purchasing them outright. It was developed by Edusol llc. In business since 2014 providing services to schools and universities.

Next Steps


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