High school 1, high school, all the formulas and study tips for math!

Updated on educate 2024-02-28
2 answers
  1. Anonymous users2024-02-06

    In the first semester of the first semester of high school, there are places to study compulsory 1 and 4, the main content of compulsory 1 is "set" and "function", and the main content of compulsory 4 is "trigonometric function" and "vector".

    However, in some places, the study of compulsory 1 and compulsory 2 is the main content of compulsory 2 is "Solid Geometry", the simple "Analytic Geometry". For example, the linear equations learned in junior high school, the equations of the garden and some of their property relationships.

    In the first semester of the first semester of high school, the first compulsory course must be learned, and the chapter on functions must be learned well, which includes the concept, image, properties of functions, and some basic functions, such as quadratic functions, exponential functions, logarithmic functions, power functions, etc.

    The content in Compulsory 3 is simpler, including "Preliminary Statistics", "Algorithms", and "Probability". Except for the algorithm, everything else has been exposed to in junior high school.

  2. Anonymous users2024-02-05

    1 Monotonicity of functions

    2 Parity of functions

    3 The geometric meaning of the derivative of a function somewhere

    4 Derivatives of common functions of several blind species

    5 The algorithm for derivatives

    6 Find the extreme value of the function

    7 Fractional exponential powers

    8 Natures of the Root Formula

    9 The arithmetic nature of exponential powers of rational numbers

    10 logarithmic formula

    11 Common Function Images

    12 Basic relations of coangular trigonometric functions

    13 Induction formulas for sine and cosine

    14 and the angle and difference angle formula

    15 Doubling Angle Formula

    16 The cycle of trigonometric functions burns spring

    17 Sine theorem

    18 Cosine theorem

    19 Area Theorem

    20 triangle inner angles and theorem

    The product of the number of 21a and b

    Coordinate operations on 22 plane vectors

    23 The formula for the angle between two vectors

    24. Formula for the distance between two points in the plane

    25 vectors parallel and perpendicular

    The relationship between the formula of the 26 series of general terms and the sum of the first n terms

    27 equal difference number series general terms and the first n terms and formulas

    The nature of the 28-equal difference series

    The general term formula of the 29 proportional series is the same as the first n term and formula

    The nature of the 30-ratio series

    31 Commonly used inequalities

    Trigonometric equations for 32 straight lines

    33 Perpendicular and parallel of two straight lines

    Distance from 34 points to a straight line

    35 circles of two equations

    36 points are related to the position of the circle

    37. The positional relationship between a straight line and a circle

    38 Ellipse, hyperbola, parabolic properties

    39 Relationship between hyperbolic equations and asymptotic equations

    40 The formula for the focal radius of a parabola

    Calculation of the standard deviation of 41 square deviations

    42 Regression of Linear Equations

    43 Independence Test

    44 plural

    The 45-parameter equation is polarized to Cartesian coordinates

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