Monomials: Coefficient and degree

Monomials: Addition and subtraction

Monomials: Multiplication

Monomials: Division

Monomials: Powers

Polynomials: Addition and subtraction

<R> Square binomials and difference of two squares I

<R> Square binomials and difference of two squares II

<R> Polynomials: Multiplication and power

<R> Binomial theorem

<R> Polynomials: Division I: Long division

<R> Polynomials: Division II: Synthetic division

<R> Polynomials: Division III: With parameters

Factoring polynomials I: Greatest Common Factor

<R> Factoring polynomials II: (a+b)² , (a-b)² , a²-b²

<R> Factoring polynomials III: (a+b)² , (a-b)² , a²-b²

<R> Factoring polynomials IV: Ruffini's rule

Addition of natural numbers

Subtraction of natural numbers

Multiplication of natural numbers I

Multiplication of natural numbers II

Division of natural numbers I

Division of natural numbers II

Division of natural numbers III

Combined operations without parentheses

<R> Combined operations with parentheses

Rounding natural numbers

Expanding natural numbers in powers of 10

Writing expanded numbers (in powers of 10) in standard notation

Repeated multiplications as powers

Powers as repeated multiplications

Simplifying powers of natural numbers I

Simplifying powers of natural numbers II

Convert numbers to roman numerals I

Convert numbers to roman numerals II

Convert roman numerals to decimal numbers I

Convert roman numerals to decimal numbers II

Converting from other bases to base 10

Converting from base 10 to other base

Pie charts

One-variable statistics: Ungrouped data (I)

One-variable statistics: Ungrouped data (II)

<R> One-variable statistics: Grouped data (I)

<R> One-variable statistics: Grouped data (II)

<R> One-variable statistics: Grouped data (III)

<R> Two-variable statistics: Linear regression analysis

<R> Definite integrals

<R> Area between a curve and the X axis. Basic - No graphs

<R> Area between a curve and the X axis. Basic - With graphs

<R> Area between a curve and the X axis. Advanced - No graphs

<R> Area between a curve and the X axis. Advanced - With graphs

<R> Area between two curves - No graphs

<R> Area between two curves - With graphs

<R> Parameters calculation using definite integrals

<R> Find function by integration of its first derivative

<R> Find function by integration of its second derivative

<R> Volumes of revolution

<R> Improper integral (I)

<R> Improper integral (II)

<R> Double integral (I)

<R> Double integral (II)

Integration by direct method I. Without trigonometry

Integration by direct method II. With trigonometry

<R> Integration by substitution I. Without trigonometry

<R> Integration by substitution II. With trigonometry

<R> Integration by parts I

<R> Integration by parts II

<R> Integration by parts III

<R> Integrals of rational functions I

<R> Integrals of rational functions II

<R> Integrals of rational functions III

<R> Integrals of rational functions IV

<R> Integrating powers of trigonometric functions (I)

<R> Integrating powers of trigonometric functions (II)

<R> Integration by trigonometric substitution

<R> Integrals of trigonometric functions sin(mx)·cos(nx)

Domain of a function I

Domain of a function II

Domain of a function III

<R> Inverse functions

<R> Function composition I

<R> Function composition II

<R> Finding coefficients of functions involving derivatives (I)

<R> Finding coefficients of functions involving derivatives (II)

<R> Asymptotes I: Vertical

<R> Asymptotes II: Horizontal

<R> Asymptotes III: Oblique

<R> Asymptotes IV: Vertical, horizontal and oblique

<R> Maxima and minima of a function

<R> Monotonicity and extrema

<R> Inflection points of a function

<R> Concavity and inflection points

<R> Continuity I: Piecewise functions (without parameters)

<R> Continuity II: Piecewise functions (with 1 parameter)

<R> Continuity III: Piecewise functions (with 2 parameters)

<R> Derivability I: Without parameter

<R> Derivability II: With parameters

<R> Analyze function using the graph of its derivative I

<R> Analyze function using the graph of its derivative II

<R> Analyze function using the graph of its derivative III

Average rate of change of a function

Finding derivatives at a point using the Limit Definition** (I)**

<R> Finding derivatives of functions using the Limit Definition **(I)**

<R> Derivative of functions I: No Chain rule - No Trigonometry

<R> Derivative of functions II: No Chain rule - Trigonometry

<R> Derivative of functions III: No Chain rule - No Trigonometry

<R> Derivative of functions IV: No Chain rule - Trigonometry

<R> Derivative of functions V: Chain rule - No Trigonometry

<R> Derivative of functions VI: Chain rule - Trigonometry

<R> Derivative of functions VII: Chain rule - No Trigonometry

<R> Derivative of functions VIII: Chain rule - Trigonometry

<R> Derivative of functions IX: Generalized power rule

<R> Implicit differentiation

<R> First-order partial derivatives

<R> Second order partial derivatives

Tangent line to a curve at a point

<R> Tangent line to a curve and parallel to a given line

Normal line to a curve at a point

<R> Optimization

Limits involving rational functions

<R> Limits involving roots

<R> Limits involving subtraction of roots

<R> Limits of powers

<R> Limits using L'Hôpital's rule

Vectors

Plane calculations

<R> Line calculations

<R> Alignment, coplanarity and distance of points

<R> Relative position of planes and lines (without parameter)

<R> Relative position of planes and lines (with parameter)

<R> Relative position of two lines (without parameters)

<R> Relative position of two lines (with parameters)

Points I: Graphing points on the coordinate plane (first quadrant)

Points II: Identifying points on the coordinate plane (first quadrant)

Points III: Graphing points on the coordinate plane

Points IV: Identifying points on the coordinate plane

<R> Vectors I: Plotting vectors on the coordinate plane

<R> Vectors II: Identifying vectors on the coordinate plane

Vectors III

<R> Vectors IV

<R> Lines I

<R> Lines II

Pythagorean theorem I

<R> Pythagorean theorem II

Similarity I. Ratios of lengths

Similarity II. Ratios of areas

<R> Plane shapes I: straight line segments

<R> Plane shapes II: straight line segments

<R> Plane shapes III: curved line segments

<R> Plane shapes IV: curved line segments

Convert radians to degrees

Convert degrees to radians

Trigonometric values from another one

<R> Trigonometric values from two other known

<R> Trigonometric identities

<R> Trigonometric equations

<R> Solving triangles

<R> Solving plane shapes

Plotting complex numbers on the complex plane

Identifying complex numbers on the complex plane

Adding and subtracting complex numbers

Multiplying and dividing complex numbers in cartesian form

Rectangular (cartesian) to polar conversion

Polar to rectangular (cartesian) conversion

Multiplying and dividing complex numbers in polar form

<R> Powers of complex numbers

<R> Root extraction of complex numbers

<R> Calculation of a parameter

<R> Complex equations

<R> Complex equations + plotting answers

Additions and subtractions of matrices

<R> Multiplication of matrices

Determinants 2×2 (without parameters)

Determinants 3×3 (without parameters)

<R> Determinants 4×4 (without parameters)

<R> Determinants (with parameters)

<R> Rank of matrices (without parameters)

<R> Rank of matrices (with parameters)

Inverse matrix 2x2 (without parameters)

<R> Inverse matrix 3x3 (without parameters)

<R> Inverse matrix (with parameters)

Matricial equations I

Matricial equations II: type AX+B=C

<R> Systems of 2×2 matricial linear equations

Discuss and solve systems of 3×3 linear equations (without parameters)

<R> Discuss and solve systems of 3×3 linear equations (with parameters)

<R> Cayley-Hamilton Theorem: Powers of a matrix

<R> Cayley-Hamilton Theorem: Inverse and powers of a matrix

<R> Systems of 2×2 equations (linear and quadratic)

<R> Systems of 2×2 equations (linear and irrational)

<R> Systems of 2×2 exponential equations

<R> Systems of 2×2 logarithmic equations

Systems of 2×2 linear equations. Integer solutions

Systems of 2×2 linear equations. Rational solutions

<R> Systems of 2×2 linear equations. Rational coefficients

<R> Solving system of 2×2 linear equations by graphing. Integer solutions

<R> Systems of 3×3 linear equations. Integer solutions

<R> Systems of 3×3 linear equations. Rational solutions

<R> System of 2×2 linear equations word problems

<R> Systems of 4×4 linear equations

Linear inequalities in 1 variable with integer coefficients

Linear inequalities in 1 variable with rational coefficients

<R> Absolute value inequalities

<R> Quadratic inequalities

<R> Rational inequalities

<R> Inequalities in 2 variables

<R> Simplifying linear and quadratic expressions

<R> Verifying solutions to equations

Addition and subtraction of integer numbers

Combined operations without parentheses

<R> Combined operations with parentheses

Simplifying powers of integers numbers I. Positive exponents

Simplifying powers of integers numbers II. Negative exponents

Addition and subtraction of decimal numbers

Multiplication of decimal numbers

Division of decimal numbers

Rounding decimal numbers (I)

Rounding decimal numbers (II)

Combined operations without parentheses

<R> Combined operations with parentheses

<R> Placing fractions on the Number Line

<R> Identifying fractions on the Number Line

Fraction of shaded shapes I

Fraction of shaded shapes II

Simplifying fractions

Reduce to a common denominator

Sorting fractions

Addition-subtraction of fractions with like denominators

Addition-subtraction of fractions with unlike denominators

Multiplication and division with fractions

<R> Combined operations with parentheses

Improper fractions to mixed numbers

Mixed numbers to improper fractions

Identifying mixed numbers of shaded shapes

Addition of mixed numbers

Converting decimal numbers to fractions

Addition and subtraction of repeating decimal numbers

Simplifying powers of rational numbers I

Simplifying powers of rational numbers II

<R> Intervals I

<R> Intervals II

<R> Intervals III

<R> Intervals IV

<R> Placing real numbers on the Number Line

Rounding real numbers

Convert from standard notation into scientific notation

Convert from scientific notation into standard notation

Multiplication and division in scientific notation

Addition and subtraction in scientific notation

Mass conversion (metric)

Length conversion (metric)

Time conversion

Area conversion I (metric)

<R> Area conversion II: Square meter and hectare

<R> Volume conversion I: (metric)

<R> Volume conversion II (metric)

<R> Volume conversion III (metric)

Temperature conversion I (Celsius - Fahrenheit)

<R> Temperature conversion II (Celsius - Fahrenheit - Kelvin)

<R> Length conversion (metric - imperial)

<R> Mass conversion (metric - imperial)

Convert radians to degrees

Convert degrees to radians

Time and clock (I)

Time and clock (II)

Time addition without carrying

Time addition with carrying

Angle addition without carrying

Angle addition with carrying

Time subtraction

Angle subtraction

Multiplication by a whole number

Division by a whole number

Complementary and supplementary angle calculation

Angle calculation in triangles and other shapes

Simplifying powers of natural numbers I

Simplifying powers of natural numbers II

Simplifying powers of integers numbers I. Positive exponents

Simplifying powers of integers numbers II. Negative exponents

Simplifying powers of rational numbers I

Simplifying powers of rational numbers II

Calculation of square roots in your head

Finding square roots using the square root algorithm I

Finding square roots using the square root algorithm II

Writing radicals as rational exponents

Writing rational exponents as radicals

Extracting factors from radicals

Root rationalization I: (monomial)

Root rationalization II: (binomial)

Root rationalization III: (n-th roots)

Addition and subtraction of square roots

Addition and subtraction of cube roots

Simplifying n-th roots

<R> Expanding square roots expressions

Finding an unknown quantity in a proportion

Percentages: Direct calculations

<R> Arithmetic progressions I

<R> Arithmetic progressions II

<R> Geometric progressions I

<R> Geometric progressions II

<R> Geometric progressions III

Probability I: Coins

<R> Probability II: Dice

<R> Probability III: Marbles

<R> Probability IV: Cards

Normal distribution I: N(0,1)

Normal distribution II: Standardizing

<R> Normal distribution III: Word problems

<R> Normal distribution IV: Word problems of sample means

Finding set of divisors of a number

Prime factorization of a number

Gcm of natural numbers

Lcm of natural numbers

Matching linear functions to their graphs

<R> Matching quadratic functions to their graphs

<R> Matching cubic functions to their graphs

<R> Matching functions to their graphs

Formula of a linear function given its graph

<R> Properties of a piecewise function given its graph I

<R> Properties of a piecewise function given its graph II

<R> Formula of a piecewise function given its graph

Basic I: Linear

Basic II: Quadratic

<R> Basic III: Piecewise functions. Linear and constant

<R> Basic IV: Piecewise functions. Linear and quadratic

<R> Basic V: Exponential (non base e)

<R> Basic VI: Exponential (base e)

<R> Basic VII: Logarithmic

<R> Basic VIII: Simple rational

<R> Basic IX: Square root

<R> Advanced I: Cubic polynomial

<R> Advanced II: Rational

<R> Advanced III: Exponential

<R> Advanced IV: Logarithmic

Exponential expression to logarithmic expression

Logarithmic expression to exponential expression

<R> Simplifying logarithms

<R> Evaluate logarithms from another one

<R> Evaluate logarithms from two other known

<R> Evaluate logarithms without using a calculator

<R> Evaluate logarithms using the logarithm change of base rule

<R> Finding the base of logarithms

<R> Exponential equations

<R> Logarithmic equations

<R> Systems of 2×2 exponential equations

<R> Systems of 2×2 logarithmic equations

<R> Systems of 2 linear inequalities in 1 variable

<R> Systems of 2 Linear Inequalities in 2 variables

<R> Diagonalization of 2x2 matrices: Eigenvalues

<R> Diagonalization of 3x3 matrices: Eigenvalues

<R> Diagonalization of 2x2 matrices: Eigenvalues and eigenvectors

<R> Diagonalization of 3x3 matrices: Eigenvalues and eigenvectors

<R> Diagonalization of linear transformations from R³ to R³

<R> Coordinates of a 2D_vector relative to a given basis

<R> Coordinates of a 3D_vector relative to a given basis

<R> Change of basis matrix for R² vectors

<R> Change of basis matrix for R³ vectors

<R> Separable

<R> Linear equations

<R> Homogeneous equations

<R> Exact equations

<R> Second order homogeneous linear equations with constant coefficients

<R> Bernoulli equations

<R> Gradient

<R> Divergence

<R> Curl

<R> Algebraic fractions I: Simplifying algebraic fractions

<R> Algebraic fractions II: Multiplications and divisions

<R> Algebraic fractions III: Additions and subtractions

<R> Algebraic fractions IV: Combined operations

Linear equations with integer coefficients. Integer solutions

Linear equations with integer coefficients. Rational solutions

Linear equations with rational coefficients. Integer solutions

Linear equations with rational coefficients. Rational solutions

<R> Linear equations word problems (integer coefficients)

<R> Linear equations word problems (rational coefficients)

Incomplete quadratic equations. Integer solutions

Incomplete quadratic equations. Rational solutions

Incomplete quadratic equations. Real solutions

Complete quadratic equations. Integer solutions

Complete quadratic equations. Rational solutions

Complete quadratic equations. Real solutions

<R> Quadratic equations. Constants in the denominator. Integer solutions

<R> Quadratic equations. Constants in the denominator. Rational solutions

<R> Quadratic equations. Constants in the denominator. Real solutions

<R> Quadratic equations. Unknown in the denominator. Integer solutions

<R> Quadratic equations. Unknown in the denominator. Rational solutions

<R> Quadratic equations. Unknown in the denominator. Real solutions

Equations in factored form

<R> Biquadratic equations. Integer solutions

<R> Biquadratic equations. Rational solutions

<R> Biquadratic equations. Real solutions

<R> Triquadratic equations

<R> Cubic equations (degree 3)

<R> Quartic equations (degree 4)

<R> Equations involving roots (1 square root)** **

<R> Equations involving roots (2 square roots)

<R> Exponential equations

<R> Logarithmic equations

<R> Trigonometric equations

<R> Solid shapes I: plane surfaces

<R> Solid shapes II: plane surfaces

<R> Solid shapes III: curved surfaces

<R> Solid shapes IV: curved surfaces

<R> Circle

<R> Ellipse centered at the origin

<R> Ellipse not centered at the origin

<R> Hyperbola centered at the origin

<R> Hyperbola not centered at the origin

<R> Parabola. Vertex at the origin

<R> Parabola. Vertex is not at the origin

<R> Matching equation of conic sections to their graphs

Topics and subtopics of** Math** - Worksheet Generators

Topics and subtopics of **Math** for the folllowing Worksheet Generators

<R> Only available in the registered version.

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<R> Rectangle rule

<R> Trapezoidal rule

<R> Simpson's rule

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