BOARDS MATH FORMULAS

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145 Terms

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Logarithmic and Exponent Function

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Binomial Theorem Expansion

Note:
-Brth term - used to expand the function

-rth term - used to get the specific term



variables:

n = exponent

r = term we’re looking

a = 1st term

b = 2nd term

<p>Note: <br>-Brth term - used to expand the function</p><p>-rth term - used to get the specific term</p><p></p><p></p><p>variables:</p><p>n = exponent</p><p>r = term we’re looking </p><p>a = 1st term</p><p>b = 2nd term</p>
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COMMON NO. SERIES/PROGRESSION

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DESCARTE’S RULE OF SIGNS

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QUADRATIC EQUATION SUM AND PRODUCT ROOTS


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CUBIC EQUATION SUM AND PRODUCT ROOTS

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4th DEGREE AND ABOVE SUM AND PRODUCT ROOTS

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ARITHMETIC PROGRESSION

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GEOMETRIC PROGRESSION

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HARMONIC PROGRESSION

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RELATIONSHIP BETWEEN AM, GM, & HM

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Reciprocal Identities

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Quotient Identities

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Pythagorean Identities

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Even-Odd identities

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Cofunction/Complimentary Angle Identities

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Angle Sum/Difference Identities

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Product to Sum Identities

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Double Angle identities

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Triple Angle Identity

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Half Angle Identities

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Functions of -θ

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Inverse Trigonometric Functions (Reciprocal Trig functions)

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Sine Law

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Cosine Law

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Perimeters of Polygons

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Area For Common Plane Figures

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Volume and Surface Area For Common Solids

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LSA and TSA of Common Solids

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Frustum of a Cone

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Prismoidal Formula

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Spherical Wedge

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Cylindrical Wedge

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Hemisphere

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Steinmetz Solid

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Tetrahedron

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Volume of an Oblate Spheroid

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Lune Formula (Area)

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Sphere Zone (Area)

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Parts of a Circle

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Area of a Triangle


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Power Theorems

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Triangle — Circle Relationships

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Area of a regular polygon using its circumradius:

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Trapezoid

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Centroid of all Shapes

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General Quadrilateral Formulas

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General Equation and Standard Forms of a Line

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Circle (Analytic Geometry)

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Parabola (Analytic Geometry)

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Ellipses (Analytic Geometry)


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Hyperbolas (Analytic Geometry)

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discriminant of a general conic equation:

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Circle (Polar Curves)

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Polar Curves

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Polar Curves

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Distance formula

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Directrix formula for ellipse and hyperbola

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Internal Division


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External Division

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Lines Intersects Parallel and Perpendicular

Note: For Perpendicular/Orthogonal

  • don’t add the C, only use n = (A,B)


<p>Note: For Perpendicular/Orthogonal</p><ul><li><p>don’t add the C, only use n = (A,B)</p></li></ul><p></p>
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Tetrahedron Volume

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Angle Bisector Formula

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Angle Between 2 Lines

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3D Coordinate Geometry — Equation of a Line Segment

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3D Coordinate Geometry — Equidistant Points

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DISTANCE BETWEEN 2 SKEW LINES

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DISTANCE BETWEEN 2 PARALLEL LINES

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L’hopitals Rule

Differentiate lang nang differentiate until hindi na mag indeterminate form

<p>Differentiate lang nang differentiate until hindi na mag indeterminate form</p>
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Exponential and Logarithmic Derivatives

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Inverse Trigonometric Derivatives

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Parametric Equations

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Slope and Equations of Tangent and Normal Line

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Critical Points

First Derivative

<p>First Derivative </p>
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Relative Maxima

Note:

If negative, relative maximum

If positive, relative minimum

<p>Note: </p><p>If negative, relative maximum</p><p>If positive, relative minimum</p>
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Concavity

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Differentials

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Radius of Curvature

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Slope of a Polar Curve

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Minimum Length of Ladder/Girder

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Implicit Function Theorem formula

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Polar Equation of a Circle

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Chain Rule and FTC Part 1

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Wallis’ Formula

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Area Formula Integration

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TRIG SUB

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Average Integral

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Wallis’ Formula (One function)

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inverse trigonometric integrals

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IBP

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Volume Integration

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Arc Length

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Surface Area of Revolution

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Centroid

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Centroid (Area and Volume)

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Moment of Inertia

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Moment of Inertia (Parallel and Perpendicular Axis)

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Polar Moment of Inertia

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Pappus Theorem

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Hydrostatic Force

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